Initialize subroutine barycheb for barycentric Lagrange interpolation at Chebyshev nodes.
+Class constructor for barycheb: barycentric Lagrange interpolation at Chebyshev nodes.
- Parameters
-
n number of Chebyshev nodes xc n Chebyshev nodes of the first kind wc barycentric interpolation weights at Chebyshev nodes of the first kind x n Chebyshev nodes of the first kind w barycentric interpolation weights at Chebyshev nodes of the first kind
-◆ interp()
+
+◆ interp()
@@ -143,7 +143,7 @@ double cppdlr::barycheb::interp
(
double
- x,
+ xeval,
cppdlr: Member List
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+ cppdlr
+ 1.0.0
+
+ Imaginary time calculations using the discrete Lehmann representation
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+cppdlr::baryleg Member List
+
+
+
+This is the complete list of members for cppdlr::baryleg, including all inherited members.
+
+ baryleg(int n) cppdlr::baryleg getnodes() cppdlr::baryleg interp(double xeval, nda::vector_const_view< double > f) cppdlr::baryleg
+
+
+Generated by 
1.9.1
+
+
+
diff --git a/docs/main/doxygen/html/classcppdlr_1_1baryleg.html b/docs/main/doxygen/html/classcppdlr_1_1baryleg.html
new file mode 100644
index 0000000..a2b3281
--- /dev/null
+++ b/docs/main/doxygen/html/classcppdlr_1_1baryleg.html
@@ -0,0 +1,174 @@
+
+
+
+
+
+
+
+cppdlr: cppdlr::baryleg Class Reference
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+ cppdlr
+ 1.0.0
+
+ Imaginary time calculations using the discrete Lehmann representation
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+cppdlr::baryleg Class Reference
+
+
+
+#include <utils.hpp>
+
+
+Public Member Functions
baryleg (int n) nda::vector< double > const & getnodes () double interp (double xeval, nda::vector_const_view< double > f)
+Detailed Description
+Class constructor for baryleg: barycentric Lagrange interpolation at Legendre nodes.
+- Parameters
-
+
+ n number of Legendre nodes x n Legendre nodes w barycentric interpolation weights at Legendre nodes
+
+
+Constructor & Destructor Documentation
+
+◆ baryleg()
+
+
+
+
+
+ cppdlr::baryleg::baryleg
+ (
+ int
+ n )
+
+
+
+
+
+
+Member Function Documentation
+
+◆ getnodes()
+
+
+
+
+
+ nda::vector< double > const & cppdlr::baryleg::getnodes
+ (
+ )
+
+
+
+
+
+
+
+◆ interp()
+
+
+
+
+
+ double cppdlr::baryleg::interp
+ (
+ double
+ xeval,
+
+
+ nda::vector_const_view< double >
+ f
+
+
+ )
+
+
+
+
+
+
+
The documentation for this class was generated from the following files:
+
+
+
+Generated by 1.9.1
+
+
+
diff --git a/docs/main/doxygen/html/classes.html b/docs/main/doxygen/html/classes.html
index 4ae563e..4aa3051 100644
--- a/docs/main/doxygen/html/classes.html
+++ b/docs/main/doxygen/html/classes.html
@@ -71,7 +71,7 @@
+barycheb (cppdlr) baryleg (cppdlr)
diff --git a/docs/main/doxygen/html/dlr__build_8cpp.html b/docs/main/doxygen/html/dlr__build_8cpp.html
index 3ce1580..bf03921 100644
--- a/docs/main/doxygen/html/dlr__build_8cpp.html
+++ b/docs/main/doxygen/html/dlr__build_8cpp.html
@@ -89,18 +89,24 @@
nda::vector< double > cppdlr::build_rf_fine (fineparams &fine) Build fine composite Chebyshev grid in real frequency. More...
nda::vector< double > cppdlr::build_it_fine (fineparams &fine) Get fine composite Chebyshev grid in imaginary time. More...
std::tuple< nda::vector< double >, nda::vector< double > > cppdlr::build_it_fine (fineparams &fine) Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::vector< double > cppdlr::build_k_it (double t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, double om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, double om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
std::tuple< double, double > cppdlr::geterr_k_it (fineparams &fine, nda::vector_const_view< double > t, nda::vector_const_view< double > om, nda::matrix_const_view< double > kmat) Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. More...
nda::vector< double > cppdlr::build_rf_fine (fineparams &fine) Build fine composite Chebyshev grid in real frequency. More...
nda::vector< double > cppdlr::build_it_fine (fineparams &fine) Get fine composite Chebyshev grid in imaginary time. More...
std::tuple< nda::vector< double >, nda::vector< double > > cppdlr::build_it_fine (fineparams &fine) Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::vector< double > cppdlr::build_k_it (double t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, double om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, double om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::matrix< dcomplex > cppdlr::build_k_if (int nmax, nda::vector_const_view< double > om, statistic_t statistic) Get imaginary frequency discretization of analytic continuation kernel. More...
diff --git a/docs/main/doxygen/html/dlr__dyson_8hpp_source.html b/docs/main/doxygen/html/dlr__dyson_8hpp_source.html
index 2d9f1b0..6f65a3c 100644
--- a/docs/main/doxygen/html/dlr__dyson_8hpp_source.html
+++ b/docs/main/doxygen/html/dlr__dyson_8hpp_source.html
@@ -228,7 +228,7 @@
Definition: dlr_build.cpp:27
-nda::vector< double > rel2abs(nda::vector_const_view< double > t)Convert points on [0,1] from relative to absolute time format.Definition: utils.cpp:70
+nda::vector< double > rel2abs(nda::vector_const_view< double > t)Convert points on [0,1] from relative to absolute time format.Definition: utils.cpp:84
requires(std::floating_point< Ht >||nda::MemoryMatrix< Ht >) class dyson_itDefinition: dlr_dyson.hpp:36
diff --git a/docs/main/doxygen/html/dlr__imfreq_8hpp_source.html b/docs/main/doxygen/html/dlr__imfreq_8hpp_source.html
index 23ecb9e..88b0f5a 100644
--- a/docs/main/doxygen/html/dlr__imfreq_8hpp_source.html
+++ b/docs/main/doxygen/html/dlr__imfreq_8hpp_source.html
@@ -294,7 +294,7 @@
Definition: dlr_build.cpp:27
-decltype(make_regular(std::declval< T >() *1i)) make_cplx_tGet complex-valued type corresponding to type of given nda MemoryArray.Definition: utils.hpp:517
+decltype(make_regular(std::declval< T >() *1i)) make_cplx_tGet complex-valued type corresponding to type of given nda MemoryArray.Definition: utils.hpp:533
std::complex< double > k_if(int n, double om, statistic_t statistic)Evaluate analytic continuation kernel in imaginary frequency using dimensionless variables (beta = 1)Definition: dlr_kernels.cpp:57
diff --git a/docs/main/doxygen/html/dlr__imtime_8hpp_source.html b/docs/main/doxygen/html/dlr__imtime_8hpp_source.html
index 08796fe..4d2b893 100644
--- a/docs/main/doxygen/html/dlr__imtime_8hpp_source.html
+++ b/docs/main/doxygen/html/dlr__imtime_8hpp_source.html
@@ -609,7 +609,7 @@
Definition: dlr_build.cpp:27
-nda::array< S, Ta::rank+Tb::rank - 2 > arraymult(Ta const &a, Tb const &b)Contract the last dimension of an array a with the first dimension of an array b.Definition: utils.hpp:541
+nda::array< S, Ta::rank+Tb::rank - 2 > arraymult(Ta const &a, Tb const &b)Contract the last dimension of an array a with the first dimension of an array b.Definition: utils.hpp:557
double k_it_abs(double t, double om)Evaluate analytic continuation kernel in imaginary time (absolute time format) using dimensionless va...Definition: dlr_kernels.cpp:38
diff --git a/docs/main/doxygen/html/functions.html b/docs/main/doxygen/html/functions.html
index 66448dd..11ea1ac 100644
--- a/docs/main/doxygen/html/functions.html
+++ b/docs/main/doxygen/html/functions.html
@@ -69,6 +69,9 @@ - b -
- barycheb()
: cppdlr::barycheb
+- baryleg()
+: cppdlr::baryleg
+
- build_evalvec()
: cppdlr::imfreq_ops
, cppdlr::imtime_ops
@@ -141,6 +144,7 @@
- g -
- getnodes()
: cppdlr::barycheb
+, cppdlr::baryleg
@@ -169,7 +173,8 @@ - i -
: cppdlr::imtime_ops
- interp()
-: cppdlr::barycheb
+: cppdlr::barycheb
+, cppdlr::baryleg
diff --git a/docs/main/doxygen/html/functions_func.html b/docs/main/doxygen/html/functions_func.html
index 3026a1b..3f6cb68 100644
--- a/docs/main/doxygen/html/functions_func.html
+++ b/docs/main/doxygen/html/functions_func.html
@@ -69,6 +69,9 @@ - b -
- barycheb()
: cppdlr::barycheb
+- baryleg()
+: cppdlr::baryleg
+
- build_evalvec()
: cppdlr::imfreq_ops
, cppdlr::imtime_ops
@@ -141,6 +144,7 @@
- g -
- getnodes()
: cppdlr::barycheb
+, cppdlr::baryleg
@@ -161,7 +165,8 @@ - i -
: cppdlr::imtime_ops
- interp()
-: cppdlr::barycheb
+: cppdlr::barycheb
+, cppdlr::baryleg
diff --git a/docs/main/doxygen/html/menudata.js b/docs/main/doxygen/html/menudata.js
index 44419ba..8d680ea 100644
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+{text:"b",url:"namespacemembers_func.html#index_b"},
+{text:"e",url:"namespacemembers_func.html#index_e"},
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+{text:"k",url:"namespacemembers_func.html#index_k"},
+{text:"l",url:"namespacemembers_func.html#index_l"},
+{text:"p",url:"namespacemembers_func.html#index_p"},
+{text:"r",url:"namespacemembers_func.html#index_r"}]},
{text:"Variables",url:"namespacemembers_vars.html"},
{text:"Typedefs",url:"namespacemembers_type.html"},
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diff --git a/docs/main/doxygen/html/namespacecppdlr.html b/docs/main/doxygen/html/namespacecppdlr.html
index f7c99fc..cb44820 100644
--- a/docs/main/doxygen/html/namespacecppdlr.html
+++ b/docs/main/doxygen/html/namespacecppdlr.html
@@ -87,6 +87,8 @@
class barycheb class baryleg struct make_common_helper Get type of given nda MemoryArray with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) More...
nda::vector< double > build_rf_fine (fineparams &fine) Build fine composite Chebyshev grid in real frequency. More...
nda::vector< double > build_it_fine (fineparams &fine) Get fine composite Chebyshev grid in imaginary time. More...
std::tuple< nda::vector< double >, nda::vector< double > > build_it_fine (fineparams &fine) Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. More...
nda::matrix< double > build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::matrix< double > build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::vector< double > build_k_it (double t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > build_k_it (nda::vector_const_view< double > t, double om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, double om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
std::tuple< double, double > geterr_k_it (fineparams &fine, nda::vector_const_view< double > t, nda::vector_const_view< double > om, nda::matrix_const_view< double > kmat) Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. More...
std::complex< double > k_if (int n, double om, statistic_t statistic, double beta) Evaluate analytic continuation kernel in imaginary frequency for a given inverse temperature. More...
double baryinterp (nda::vector_const_view< double > x, nda::vector_const_view< double > w, nda::vector_const_view< double > f, double xeval) Barycentric Lagrange interpolation. More...
nda::vector< double > eqptsrel (int n) Get grid of equispaced points on [0,1] in relative time format. More...
Returns Contraction of the inner dimensions of a and b
+
+
+
+◆ baryinterp()
+
+
+
+
+
+ double cppdlr::baryinterp
+ (
+ nda::vector_const_view< double >
+ x,
+
+
+ nda::vector_const_view< double >
+ w,
+
+
+ nda::vector_const_view< double >
+ f,
+
+
+ double
+ xeval
+
+
+ )
+
+
+
+
+Barycentric Lagrange interpolation.
+- Parameters
-
+
+ [in] x Interpolation nodes [in] w Barycentric interpolation weights [in] f Function values at interpolation nodes [in] xeval Point at which to evaluate interpolated function
+
+
+- Returns
- Interpolated function value at xeval
+
@@ -575,14 +638,14 @@
-◆ build_it_fine()
+
+◆ build_it_fine()
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index b25a1f0..fe105b0 100644
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diff --git a/docs/main/doxygen/html/utils_8cpp.html b/docs/main/doxygen/html/utils_8cpp.html
index 8b98239..437ada0 100644
--- a/docs/main/doxygen/html/utils_8cpp.html
+++ b/docs/main/doxygen/html/utils_8cpp.html
@@ -85,6 +85,9 @@
Functions
double cppdlr::baryinterp (nda::vector_const_view< double > x, nda::vector_const_view< double > w, nda::vector_const_view< double > f, double xeval) Barycentric Lagrange interpolation. More...
nda::vector< double > cppdlr::eqptsrel (int n) Get grid of equispaced points on [0,1] in relative time format. More...
class cppdlr::barycheb class cppdlr::baryleg struct cppdlr::make_common_helper< T, S1, S2 > Get type of given nda MemoryArray with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) More...
Functions
double cppdlr::baryinterp (nda::vector_const_view< double > x, nda::vector_const_view< double > w, nda::vector_const_view< double > f, double xeval) Barycentric Lagrange interpolation. More...
template<nda::MemoryArrayOfRank< 2 > T, nda::Scalar S = get_value_t<T>> std::tuple< typename T::regular_type, nda::vector< double >, nda::vector< int > > cppdlr::pivrgs (T const &a, double eps) Rank-revealing pivoted reorthogonalized Gram-Schmidt. More...
diff --git a/docs/main/doxygen/latex/annotated.tex b/docs/main/doxygen/latex/annotated.tex
index 031f92d..3a6e751 100644
--- a/docs/main/doxygen/latex/annotated.tex
+++ b/docs/main/doxygen/latex/annotated.tex
@@ -1,6 +1,7 @@
\doxysection{Class List}
Here are the classes, structs, unions and interfaces with brief descriptions\+:\begin{DoxyCompactList}
\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1barycheb}{cppdlr\+::barycheb}} }{\pageref{classcppdlr_1_1barycheb}}{}
+\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1baryleg}{cppdlr\+::baryleg}} }{\pageref{classcppdlr_1_1baryleg}}{}
\item\contentsline{section}{\mbox{\hyperlink{classdyson__it}{dyson\+\_\+it}} \\*Class for solving Dyson equation in imaginary time }{\pageref{classdyson__it}}{}
\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1fineparams}{cppdlr\+::fineparams}} \\*Class containing parameters for fine composite Chebyshev grid discretizations of imaginary time and frequency }{\pageref{classcppdlr_1_1fineparams}}{}
\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1imfreq__ops}{cppdlr\+::imfreq\+\_\+ops}} \\*Class responsible for all DLR imaginary frequency operations, including building imaginary frequency grid and transformations }{\pageref{classcppdlr_1_1imfreq__ops}}{}
diff --git a/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex b/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex
index e0b6afe..e7bafe1 100644
--- a/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex
+++ b/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex
@@ -11,20 +11,20 @@
\item
nda\+::vector$<$ double $>$ const \& \mbox{\hyperlink{classcppdlr_1_1barycheb_afac15e0f486dc87d3f550a5b385117de}{getnodes}} ()
\item
-double \mbox{\hyperlink{classcppdlr_1_1barycheb_a3be85efddb7f3d2a0432f04a4529eda2}{interp}} (double x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f)
+double \mbox{\hyperlink{classcppdlr_1_1barycheb_ab2f5044a724a2450499000f078b495c3}{interp}} (double xeval, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f)
\end{DoxyCompactItemize}
\doxysubsection{Detailed Description}
-Initialize subroutine barycheb for barycentric Lagrange interpolation at Chebyshev nodes.
+Class constructor for barycheb\+: barycentric Lagrange interpolation at Chebyshev nodes.
\begin{DoxyParams}{Parameters}
{\em n} & number of Chebyshev nodes \\
\hline
-{\em xc} & n Chebyshev nodes of the first kind \\
+{\em x} & n Chebyshev nodes of the first kind \\
\hline
-{\em wc} & barycentric interpolation weights at Chebyshev nodes of the first kind \\
+{\em w} & barycentric interpolation weights at Chebyshev nodes of the first kind \\
\hline
\end{DoxyParams}
@@ -45,11 +45,11 @@
\doxysubsubsection{\texorpdfstring{getnodes()}{getnodes()}}
{\footnotesize\ttfamily nda\+::vector$<$ double $>$ const \& cppdlr\+::barycheb\+::getnodes (\begin{DoxyParamCaption}{ }\end{DoxyParamCaption})}
-\mbox{\Hypertarget{classcppdlr_1_1barycheb_a3be85efddb7f3d2a0432f04a4529eda2}\label{classcppdlr_1_1barycheb_a3be85efddb7f3d2a0432f04a4529eda2}}
+\mbox{\Hypertarget{classcppdlr_1_1barycheb_ab2f5044a724a2450499000f078b495c3}\label{classcppdlr_1_1barycheb_ab2f5044a724a2450499000f078b495c3}}
\index{cppdlr::barycheb@{cppdlr::barycheb}!interp@{interp}}
\index{interp@{interp}!cppdlr::barycheb@{cppdlr::barycheb}}
\doxysubsubsection{\texorpdfstring{interp()}{interp()}}
-{\footnotesize\ttfamily double cppdlr\+::barycheb\+::interp (\begin{DoxyParamCaption}\item[{double}]{x, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f }\end{DoxyParamCaption})}
+{\footnotesize\ttfamily double cppdlr\+::barycheb\+::interp (\begin{DoxyParamCaption}\item[{double}]{xeval, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f }\end{DoxyParamCaption})}
diff --git a/docs/main/doxygen/latex/classcppdlr_1_1baryleg.tex b/docs/main/doxygen/latex/classcppdlr_1_1baryleg.tex
new file mode 100644
index 0000000..d056fa6
--- /dev/null
+++ b/docs/main/doxygen/latex/classcppdlr_1_1baryleg.tex
@@ -0,0 +1,59 @@
+\hypertarget{classcppdlr_1_1baryleg}{}\doxysection{cppdlr\+::baryleg Class Reference}
+\label{classcppdlr_1_1baryleg}\index{cppdlr::baryleg@{cppdlr::baryleg}}
+
+
+{\ttfamily \#include $<$utils.\+hpp$>$}
+
+\doxysubsection*{Public Member Functions}
+\begin{DoxyCompactItemize}
+\item
+\mbox{\hyperlink{classcppdlr_1_1baryleg_a48e4355d979de64ff4ad59d1bd2290bb}{baryleg}} (int n)
+\item
+nda\+::vector$<$ double $>$ const \& \mbox{\hyperlink{classcppdlr_1_1baryleg_ad5488d8c3069e1c6a03684fa0d368cc1}{getnodes}} ()
+\item
+double \mbox{\hyperlink{classcppdlr_1_1baryleg_ab540248ef2bbc19cc6345ad07bc779ed}{interp}} (double xeval, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f)
+\end{DoxyCompactItemize}
+
+
+\doxysubsection{Detailed Description}
+Class constructor for baryleg\+: barycentric Lagrange interpolation at Legendre nodes.
+
+
+\begin{DoxyParams}{Parameters}
+{\em n} & number of Legendre nodes \\
+\hline
+{\em x} & n Legendre nodes \\
+\hline
+{\em w} & barycentric interpolation weights at Legendre nodes \\
+\hline
+\end{DoxyParams}
+
+
+\doxysubsection{Constructor \& Destructor Documentation}
+\mbox{\Hypertarget{classcppdlr_1_1baryleg_a48e4355d979de64ff4ad59d1bd2290bb}\label{classcppdlr_1_1baryleg_a48e4355d979de64ff4ad59d1bd2290bb}}
+\index{cppdlr::baryleg@{cppdlr::baryleg}!baryleg@{baryleg}}
+\index{baryleg@{baryleg}!cppdlr::baryleg@{cppdlr::baryleg}}
+\doxysubsubsection{\texorpdfstring{baryleg()}{baryleg()}}
+{\footnotesize\ttfamily cppdlr\+::baryleg\+::baryleg (\begin{DoxyParamCaption}\item[{int}]{n }\end{DoxyParamCaption})}
+
+
+
+\doxysubsection{Member Function Documentation}
+\mbox{\Hypertarget{classcppdlr_1_1baryleg_ad5488d8c3069e1c6a03684fa0d368cc1}\label{classcppdlr_1_1baryleg_ad5488d8c3069e1c6a03684fa0d368cc1}}
+\index{cppdlr::baryleg@{cppdlr::baryleg}!getnodes@{getnodes}}
+\index{getnodes@{getnodes}!cppdlr::baryleg@{cppdlr::baryleg}}
+\doxysubsubsection{\texorpdfstring{getnodes()}{getnodes()}}
+{\footnotesize\ttfamily nda\+::vector$<$ double $>$ const \& cppdlr\+::baryleg\+::getnodes (\begin{DoxyParamCaption}{ }\end{DoxyParamCaption})}
+
+\mbox{\Hypertarget{classcppdlr_1_1baryleg_ab540248ef2bbc19cc6345ad07bc779ed}\label{classcppdlr_1_1baryleg_ab540248ef2bbc19cc6345ad07bc779ed}}
+\index{cppdlr::baryleg@{cppdlr::baryleg}!interp@{interp}}
+\index{interp@{interp}!cppdlr::baryleg@{cppdlr::baryleg}}
+\doxysubsubsection{\texorpdfstring{interp()}{interp()}}
+{\footnotesize\ttfamily double cppdlr\+::baryleg\+::interp (\begin{DoxyParamCaption}\item[{double}]{xeval, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f }\end{DoxyParamCaption})}
+
+
+
+The documentation for this class was generated from the following files\+:\begin{DoxyCompactItemize}
+\item
+/home/runner/work/cppdlr/cppdlr/c++/cppdlr/\mbox{\hyperlink{utils_8hpp}{utils.\+hpp}}\item
+/home/runner/work/cppdlr/cppdlr/c++/cppdlr/\mbox{\hyperlink{utils_8cpp}{utils.\+cpp}}\end{DoxyCompactItemize}
diff --git a/docs/main/doxygen/latex/dlr__build_8cpp.tex b/docs/main/doxygen/latex/dlr__build_8cpp.tex
index edfb288..a241267 100644
--- a/docs/main/doxygen/latex/dlr__build_8cpp.tex
+++ b/docs/main/doxygen/latex/dlr__build_8cpp.tex
@@ -14,14 +14,18 @@
\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}{cppdlr\+::build\+\_\+rf\+\_\+fine}} (fineparams \&fine)
\begin{DoxyCompactList}\small\item\em Build fine composite Chebyshev grid in real frequency. \end{DoxyCompactList}\item
-nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
-\begin{DoxyCompactList}\small\item\em Get fine composite Chebyshev grid in imaginary time. \end{DoxyCompactList}\item
+std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ \mbox{\hyperlink{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
+\begin{DoxyCompactList}\small\item\em Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. \end{DoxyCompactList}\item
nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}{cppdlr\+::build\+\_\+k\+\_\+it}} (double t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, double om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, double om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
std\+::tuple$<$ double, double $>$ \mbox{\hyperlink{namespacecppdlr_a48fb848c5a66d6141ad240d2e749aec9}{cppdlr\+::geterr\+\_\+k\+\_\+it}} (fineparams \&fine, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, nda\+::matrix\+\_\+const\+\_\+view$<$ double $>$ kmat)
\begin{DoxyCompactList}\small\item\em Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. \end{DoxyCompactList}\item
nda\+::matrix$<$ dcomplex $>$ \mbox{\hyperlink{namespacecppdlr_a988f80420d11cd80ac3803bd3bd429c0}{cppdlr\+::build\+\_\+k\+\_\+if}} (int nmax, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, statistic\+\_\+t statistic)
diff --git a/docs/main/doxygen/latex/dlr__build_8hpp.tex b/docs/main/doxygen/latex/dlr__build_8hpp.tex
index 3bbee9a..87f5ccc 100644
--- a/docs/main/doxygen/latex/dlr__build_8hpp.tex
+++ b/docs/main/doxygen/latex/dlr__build_8hpp.tex
@@ -24,14 +24,18 @@
\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}{cppdlr\+::build\+\_\+rf\+\_\+fine}} (fineparams \&fine)
\begin{DoxyCompactList}\small\item\em Build fine composite Chebyshev grid in real frequency. \end{DoxyCompactList}\item
-nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
-\begin{DoxyCompactList}\small\item\em Get fine composite Chebyshev grid in imaginary time. \end{DoxyCompactList}\item
+std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ \mbox{\hyperlink{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
+\begin{DoxyCompactList}\small\item\em Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. \end{DoxyCompactList}\item
nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}{cppdlr\+::build\+\_\+k\+\_\+it}} (double t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, double om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, double om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::matrix$<$ dcomplex $>$ \mbox{\hyperlink{namespacecppdlr_a988f80420d11cd80ac3803bd3bd429c0}{cppdlr\+::build\+\_\+k\+\_\+if}} (int nmax, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, statistic\+\_\+t statistic)
\begin{DoxyCompactList}\small\item\em Get imaginary frequency discretization of analytic continuation kernel. \end{DoxyCompactList}\item
std\+::tuple$<$ double, double $>$ \mbox{\hyperlink{namespacecppdlr_a48fb848c5a66d6141ad240d2e749aec9}{cppdlr\+::geterr\+\_\+k\+\_\+it}} (fineparams \&fine, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, nda\+::matrix\+\_\+const\+\_\+view$<$ double $>$ kmat)
diff --git a/docs/main/doxygen/latex/namespacecppdlr.tex b/docs/main/doxygen/latex/namespacecppdlr.tex
index a43aa4a..54c4ccf 100644
--- a/docs/main/doxygen/latex/namespacecppdlr.tex
+++ b/docs/main/doxygen/latex/namespacecppdlr.tex
@@ -11,6 +11,8 @@
\begin{DoxyCompactList}\small\item\em Class responsible for all DLR imaginary time operations, including building imaginary time grid and transformations. \end{DoxyCompactList}\item
class \mbox{\hyperlink{classcppdlr_1_1barycheb}{barycheb}}
\item
+class \mbox{\hyperlink{classcppdlr_1_1baryleg}{baryleg}}
+\item
struct \mbox{\hyperlink{structcppdlr_1_1make__common__helper}{make\+\_\+common\+\_\+helper}}
\begin{DoxyCompactList}\small\item\em Get type of given nda Memory\+Array with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) \end{DoxyCompactList}\end{DoxyCompactItemize}
\doxysubsection*{Functions}
@@ -18,14 +20,18 @@
\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}{build\+\_\+rf\+\_\+fine}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine)
\begin{DoxyCompactList}\small\item\em Build fine composite Chebyshev grid in real frequency. \end{DoxyCompactList}\item
-nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}{build\+\_\+it\+\_\+fine}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine)
-\begin{DoxyCompactList}\small\item\em Get fine composite Chebyshev grid in imaginary time. \end{DoxyCompactList}\item
+std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ \mbox{\hyperlink{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}{build\+\_\+it\+\_\+fine}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine)
+\begin{DoxyCompactList}\small\item\em Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. \end{DoxyCompactList}\item
nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}{build\+\_\+k\+\_\+it}} (double t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, double om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, double om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
std\+::tuple$<$ double, double $>$ \mbox{\hyperlink{namespacecppdlr_a48fb848c5a66d6141ad240d2e749aec9}{geterr\+\_\+k\+\_\+it}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, nda\+::matrix\+\_\+const\+\_\+view$<$ double $>$ kmat)
\begin{DoxyCompactList}\small\item\em Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. \end{DoxyCompactList}\item
nda\+::matrix$<$ dcomplex $>$ \mbox{\hyperlink{namespacecppdlr_a988f80420d11cd80ac3803bd3bd429c0}{build\+\_\+k\+\_\+if}} (int nmax, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, \mbox{\hyperlink{namespacecppdlr_ad0a7e33d9a03f4986937032c25ee7435}{statistic\+\_\+t}} statistic)
@@ -52,6 +58,8 @@
\begin{DoxyCompactList}\small\item\em Evaluate analytic continuation kernel in imaginary frequency using dimensionless variables (beta = 1) \end{DoxyCompactList}\item
std\+::complex$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a672098c598c55c8f9da60cd194a741ea}{k\+\_\+if}} (int n, double om, \mbox{\hyperlink{namespacecppdlr_ad0a7e33d9a03f4986937032c25ee7435}{statistic\+\_\+t}} statistic, double beta)
\begin{DoxyCompactList}\small\item\em Evaluate analytic continuation kernel in imaginary frequency for a given inverse temperature. \end{DoxyCompactList}\item
+double \mbox{\hyperlink{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}{baryinterp}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f, double xeval)
+\begin{DoxyCompactList}\small\item\em Barycentric Lagrange interpolation. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a2d46bf12944fe36c90343df67e2d783b}{eqptsrel}} (int n)
\begin{DoxyCompactList}\small\item\em Get grid of equispaced points on \mbox{[}0,1\mbox{]} in relative time format. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a3b1ccba6393dfc517757677a13ad2553}{rel2abs}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t)
@@ -272,6 +280,30 @@
\begin{DoxyReturn}{Returns}
Contraction of the inner dimensions of {\ttfamily a} and {\ttfamily b}
\end{DoxyReturn}
+\mbox{\Hypertarget{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}\label{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}}
+\index{cppdlr@{cppdlr}!baryinterp@{baryinterp}}
+\index{baryinterp@{baryinterp}!cppdlr@{cppdlr}}
+\doxysubsubsection{\texorpdfstring{baryinterp()}{baryinterp()}}
+{\footnotesize\ttfamily double cppdlr\+::baryinterp (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{x, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{w, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f, }\item[{double}]{xeval }\end{DoxyParamCaption})}
+
+
+
+Barycentric Lagrange interpolation.
+
+
+\begin{DoxyParams}[1]{Parameters}
+\mbox{\texttt{ in}} & {\em x} & Interpolation nodes \\
+\hline
+\mbox{\texttt{ in}} & {\em w} & Barycentric interpolation weights \\
+\hline
+\mbox{\texttt{ in}} & {\em f} & Function values at interpolation nodes \\
+\hline
+\mbox{\texttt{ in}} & {\em xeval} & Point at which to evaluate interpolated function\\
+\hline
+\end{DoxyParams}
+\begin{DoxyReturn}{Returns}
+Interpolated function value at xeval
+\end{DoxyReturn}
\mbox{\Hypertarget{namespacecppdlr_ace84f47b6cc94a562dfd5207791c27b0}\label{namespacecppdlr_ace84f47b6cc94a562dfd5207791c27b0}}
\index{cppdlr@{cppdlr}!build\_dlr\_rf@{build\_dlr\_rf}}
\index{build\_dlr\_rf@{build\_dlr\_rf}!cppdlr@{cppdlr}}
@@ -322,15 +354,15 @@
\begin{DoxyNote}{Note}
In case Boson and SYM options are selected, we enforce that omega = 0 is chosen as a DLR frequency. For an explanation, please see the \char`\"{}\+Symmetrized DLR grids\char`\"{} subsection in the \char`\"{}\+Background\char`\"{} section of the documentation.
\end{DoxyNote}
-\mbox{\Hypertarget{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}\label{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}}
+\mbox{\Hypertarget{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}\label{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}}
\index{cppdlr@{cppdlr}!build\_it\_fine@{build\_it\_fine}}
\index{build\_it\_fine@{build\_it\_fine}!cppdlr@{cppdlr}}
\doxysubsubsection{\texorpdfstring{build\_it\_fine()}{build\_it\_fine()}}
-{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+it\+\_\+fine (\begin{DoxyParamCaption}\item[{\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&}]{fine }\end{DoxyParamCaption})}
+{\footnotesize\ttfamily std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ cppdlr\+::build\+\_\+it\+\_\+fine (\begin{DoxyParamCaption}\item[{\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&}]{fine }\end{DoxyParamCaption})}
-Get fine composite Chebyshev grid in imaginary time.
+Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights.
\begin{DoxyParams}[1]{Parameters}
@@ -338,7 +370,7 @@
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
-Fine imaginary time grid
+Tuple containing fine imaginary time grid and corresponding square root quadrature weights
\end{DoxyReturn}
\begin{DoxyNote}{Note}
Fine imaginary time grid is given in relative format
@@ -368,7 +400,7 @@
\mbox{\Hypertarget{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}\label{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}}
\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
-\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [1/3]}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [1/5]}}
{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{double}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{om }\end{DoxyParamCaption})}
@@ -388,7 +420,7 @@
\mbox{\Hypertarget{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}\label{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}}
\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
-\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [2/3]}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [2/5]}}
{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{double}]{om }\end{DoxyParamCaption})}
@@ -408,7 +440,7 @@
\mbox{\Hypertarget{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}\label{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}}
\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
-\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [3/3]}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [3/5]}}
{\footnotesize\ttfamily nda\+::matrix$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{om }\end{DoxyParamCaption})}
@@ -425,6 +457,50 @@
\begin{DoxyReturn}{Returns}
Discretization of analytic continuation kernel on given grid
\end{DoxyReturn}
+\mbox{\Hypertarget{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}\label{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}}
+\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
+\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [4/5]}}
+{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{w, }\item[{double}]{om }\end{DoxyParamCaption})}
+
+
+
+Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting.
+
+
+\begin{DoxyParams}[1]{Parameters}
+\mbox{\texttt{ in}} & {\em t} & Imaginary time grid in relative format \\
+\hline
+\mbox{\texttt{ in}} & {\em w} & Square root quadrature weights \\
+\hline
+\mbox{\texttt{ in}} & {\em om} & Frequency real grid\\
+\hline
+\end{DoxyParams}
+\begin{DoxyReturn}{Returns}
+Discretization of analytic continuation kernel on given grid
+\end{DoxyReturn}
+\mbox{\Hypertarget{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}\label{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}}
+\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
+\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [5/5]}}
+{\footnotesize\ttfamily nda\+::matrix$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{w, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{om }\end{DoxyParamCaption})}
+
+
+
+Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting.
+
+
+\begin{DoxyParams}[1]{Parameters}
+\mbox{\texttt{ in}} & {\em t} & Imaginary time grid in relative format \\
+\hline
+\mbox{\texttt{ in}} & {\em w} & Square root quadrature weights \\
+\hline
+\mbox{\texttt{ in}} & {\em om} & Frequency real grid\\
+\hline
+\end{DoxyParams}
+\begin{DoxyReturn}{Returns}
+Discretization of analytic continuation kernel on given grid
+\end{DoxyReturn}
\mbox{\Hypertarget{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}\label{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}}
\index{cppdlr@{cppdlr}!build\_rf\_fine@{build\_rf\_fine}}
\index{build\_rf\_fine@{build\_rf\_fine}!cppdlr@{cppdlr}}
diff --git a/docs/main/doxygen/latex/refman.tex b/docs/main/doxygen/latex/refman.tex
index d4d8fd3..0720df2 100644
--- a/docs/main/doxygen/latex/refman.tex
+++ b/docs/main/doxygen/latex/refman.tex
@@ -181,6 +181,7 @@ \chapter{Namespace Documentation}
\input{namespacecppdlr}
\chapter{Class Documentation}
\input{classcppdlr_1_1barycheb}
+\input{classcppdlr_1_1baryleg}
\input{classdyson__it}
\input{classcppdlr_1_1fineparams}
\input{classcppdlr_1_1imfreq__ops}
diff --git a/docs/main/doxygen/latex/utils_8cpp.tex b/docs/main/doxygen/latex/utils_8cpp.tex
index fbbfe90..d492eb8 100644
--- a/docs/main/doxygen/latex/utils_8cpp.tex
+++ b/docs/main/doxygen/latex/utils_8cpp.tex
@@ -11,6 +11,8 @@
\doxysubsection*{Functions}
\begin{DoxyCompactItemize}
\item
+double \mbox{\hyperlink{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}{cppdlr\+::baryinterp}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f, double xeval)
+\begin{DoxyCompactList}\small\item\em Barycentric Lagrange interpolation. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a2d46bf12944fe36c90343df67e2d783b}{cppdlr\+::eqptsrel}} (int n)
\begin{DoxyCompactList}\small\item\em Get grid of equispaced points on \mbox{[}0,1\mbox{]} in relative time format. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a3b1ccba6393dfc517757677a13ad2553}{cppdlr\+::rel2abs}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t)
diff --git a/docs/main/doxygen/latex/utils_8hpp.tex b/docs/main/doxygen/latex/utils_8hpp.tex
index 5193724..c9a61d0 100644
--- a/docs/main/doxygen/latex/utils_8hpp.tex
+++ b/docs/main/doxygen/latex/utils_8hpp.tex
@@ -8,6 +8,8 @@
\item
class \mbox{\hyperlink{classcppdlr_1_1barycheb}{cppdlr\+::barycheb}}
\item
+class \mbox{\hyperlink{classcppdlr_1_1baryleg}{cppdlr\+::baryleg}}
+\item
struct \mbox{\hyperlink{structcppdlr_1_1make__common__helper}{cppdlr\+::make\+\_\+common\+\_\+helper$<$ T, S1, S2 $>$}}
\begin{DoxyCompactList}\small\item\em Get type of given nda Memory\+Array with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) \end{DoxyCompactList}\end{DoxyCompactItemize}
\doxysubsection*{Namespaces}
@@ -27,6 +29,8 @@
\doxysubsection*{Functions}
\begin{DoxyCompactItemize}
\item
+double \mbox{\hyperlink{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}{cppdlr\+::baryinterp}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f, double xeval)
+\begin{DoxyCompactList}\small\item\em Barycentric Lagrange interpolation. \end{DoxyCompactList}\item
{\footnotesize template$<$nda\+::\+Memory\+Array\+Of\+Rank$<$ 2 $>$ T, nda\+::\+Scalar S = get\+\_\+value\+\_\+t$<$\+T$>$$>$ }\\std\+::tuple$<$ typename T\+::regular\+\_\+type, nda\+::vector$<$ double $>$, nda\+::vector$<$ int $>$ $>$ \mbox{\hyperlink{namespacecppdlr_ac02cc711894b431452f59f40e6f17dac}{cppdlr\+::pivrgs}} (T const \&a, double eps)
\begin{DoxyCompactList}\small\item\em Rank-\/revealing pivoted reorthogonalized Gram-\/\+Schmidt. \end{DoxyCompactList}\item
{\footnotesize template$<$nda\+::\+Memory\+Array\+Of\+Rank$<$ 2 $>$ T, nda\+::\+Scalar S = get\+\_\+value\+\_\+t$<$\+T$>$$>$ }\\std\+::tuple$<$ typename T\+::regular\+\_\+type, nda\+::vector$<$ double $>$, nda\+::vector$<$ int $>$ $>$ \mbox{\hyperlink{namespacecppdlr_a65790598f458616dbc7fc84ab3cfe02c}{cppdlr\+::pivrgs\+\_\+sym}} (T const \&a, double eps)
diff --git a/docs/main/searchindex.js b/docs/main/searchindex.js
index 752ebad..7abbbdd 100644
--- a/docs/main/searchindex.js
+++ b/docs/main/searchindex.js
@@ -1 +1 @@
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\ No newline at end of file
@@ -143,7 +143,7 @@ double cppdlr::barycheb::interp
double cppdlr::barycheb::interp
(
double
- x,
+ xeval,
cppdlr: Member List
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+ cppdlr
+ 1.0.0
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+ Imaginary time calculations using the discrete Lehmann representation
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+cppdlr::baryleg Member List
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+
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+This is the complete list of members for cppdlr::baryleg, including all inherited members.
+
+ baryleg(int n) cppdlr::baryleg getnodes() cppdlr::baryleg interp(double xeval, nda::vector_const_view< double > f) cppdlr::baryleg
+
+
+Generated by 1.9.1
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+
diff --git a/docs/main/doxygen/html/classcppdlr_1_1baryleg.html b/docs/main/doxygen/html/classcppdlr_1_1baryleg.html
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+ cppdlr
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+cppdlr::baryleg Class Reference
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+#include <utils.hpp>
+
+
+Public Member Functions
baryleg (int n) nda::vector< double > const & getnodes () double interp (double xeval, nda::vector_const_view< double > f)
+Detailed Description
+Class constructor for baryleg: barycentric Lagrange interpolation at Legendre nodes.
+- Parameters
-
+
+ n number of Legendre nodes x n Legendre nodes w barycentric interpolation weights at Legendre nodes
+
+
+Constructor & Destructor Documentation
+
+◆ baryleg()
+
+
+
+
+
+ cppdlr::baryleg::baryleg
+ (
+ int
+ n )
+
+
+
+
+
+
+Member Function Documentation
+
+◆ getnodes()
+
+
+
+
+
+ nda::vector< double > const & cppdlr::baryleg::getnodes
+ (
+ )
+
+
+
+
+
+
+
+◆ interp()
+
+
+
+
+
+ double cppdlr::baryleg::interp
+ (
+ double
+ xeval,
+
+
+ nda::vector_const_view< double >
+ f
+
+
+ )
+
+
+
+
+
+
+
The documentation for this class was generated from the following files:
+
+
+
+Generated by 1.9.1
+
+
+
diff --git a/docs/main/doxygen/html/classes.html b/docs/main/doxygen/html/classes.html
index 4ae563e..4aa3051 100644
--- a/docs/main/doxygen/html/classes.html
+++ b/docs/main/doxygen/html/classes.html
@@ -71,7 +71,7 @@
+barycheb (cppdlr) baryleg (cppdlr)
diff --git a/docs/main/doxygen/html/dlr__build_8cpp.html b/docs/main/doxygen/html/dlr__build_8cpp.html
index 3ce1580..bf03921 100644
--- a/docs/main/doxygen/html/dlr__build_8cpp.html
+++ b/docs/main/doxygen/html/dlr__build_8cpp.html
@@ -89,18 +89,24 @@
nda::vector< double > cppdlr::build_rf_fine (fineparams &fine) Build fine composite Chebyshev grid in real frequency. More...
nda::vector< double > cppdlr::build_it_fine (fineparams &fine) Get fine composite Chebyshev grid in imaginary time. More...
std::tuple< nda::vector< double >, nda::vector< double > > cppdlr::build_it_fine (fineparams &fine) Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::vector< double > cppdlr::build_k_it (double t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, double om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, double om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
std::tuple< double, double > cppdlr::geterr_k_it (fineparams &fine, nda::vector_const_view< double > t, nda::vector_const_view< double > om, nda::matrix_const_view< double > kmat) Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. More...
nda::vector< double > cppdlr::build_rf_fine (fineparams &fine) Build fine composite Chebyshev grid in real frequency. More...
nda::vector< double > cppdlr::build_it_fine (fineparams &fine) Get fine composite Chebyshev grid in imaginary time. More...
std::tuple< nda::vector< double >, nda::vector< double > > cppdlr::build_it_fine (fineparams &fine) Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::vector< double > cppdlr::build_k_it (double t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, double om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, double om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::matrix< dcomplex > cppdlr::build_k_if (int nmax, nda::vector_const_view< double > om, statistic_t statistic) Get imaginary frequency discretization of analytic continuation kernel. More...
diff --git a/docs/main/doxygen/html/dlr__dyson_8hpp_source.html b/docs/main/doxygen/html/dlr__dyson_8hpp_source.html
index 2d9f1b0..6f65a3c 100644
--- a/docs/main/doxygen/html/dlr__dyson_8hpp_source.html
+++ b/docs/main/doxygen/html/dlr__dyson_8hpp_source.html
@@ -228,7 +228,7 @@
Definition: dlr_build.cpp:27
-nda::vector< double > rel2abs(nda::vector_const_view< double > t)Convert points on [0,1] from relative to absolute time format.Definition: utils.cpp:70
+nda::vector< double > rel2abs(nda::vector_const_view< double > t)Convert points on [0,1] from relative to absolute time format.Definition: utils.cpp:84
requires(std::floating_point< Ht >||nda::MemoryMatrix< Ht >) class dyson_itDefinition: dlr_dyson.hpp:36
diff --git a/docs/main/doxygen/html/dlr__imfreq_8hpp_source.html b/docs/main/doxygen/html/dlr__imfreq_8hpp_source.html
index 23ecb9e..88b0f5a 100644
--- a/docs/main/doxygen/html/dlr__imfreq_8hpp_source.html
+++ b/docs/main/doxygen/html/dlr__imfreq_8hpp_source.html
@@ -294,7 +294,7 @@
Definition: dlr_build.cpp:27
-decltype(make_regular(std::declval< T >() *1i)) make_cplx_tGet complex-valued type corresponding to type of given nda MemoryArray.Definition: utils.hpp:517
+decltype(make_regular(std::declval< T >() *1i)) make_cplx_tGet complex-valued type corresponding to type of given nda MemoryArray.Definition: utils.hpp:533
std::complex< double > k_if(int n, double om, statistic_t statistic)Evaluate analytic continuation kernel in imaginary frequency using dimensionless variables (beta = 1)Definition: dlr_kernels.cpp:57
diff --git a/docs/main/doxygen/html/dlr__imtime_8hpp_source.html b/docs/main/doxygen/html/dlr__imtime_8hpp_source.html
index 08796fe..4d2b893 100644
--- a/docs/main/doxygen/html/dlr__imtime_8hpp_source.html
+++ b/docs/main/doxygen/html/dlr__imtime_8hpp_source.html
@@ -609,7 +609,7 @@
Definition: dlr_build.cpp:27
-nda::array< S, Ta::rank+Tb::rank - 2 > arraymult(Ta const &a, Tb const &b)Contract the last dimension of an array a with the first dimension of an array b.Definition: utils.hpp:541
+nda::array< S, Ta::rank+Tb::rank - 2 > arraymult(Ta const &a, Tb const &b)Contract the last dimension of an array a with the first dimension of an array b.Definition: utils.hpp:557
double k_it_abs(double t, double om)Evaluate analytic continuation kernel in imaginary time (absolute time format) using dimensionless va...Definition: dlr_kernels.cpp:38
diff --git a/docs/main/doxygen/html/functions.html b/docs/main/doxygen/html/functions.html
index 66448dd..11ea1ac 100644
--- a/docs/main/doxygen/html/functions.html
+++ b/docs/main/doxygen/html/functions.html
@@ -69,6 +69,9 @@ - b -
- barycheb()
: cppdlr::barycheb
+- baryleg()
+: cppdlr::baryleg
+
- build_evalvec()
: cppdlr::imfreq_ops
, cppdlr::imtime_ops
@@ -141,6 +144,7 @@
- g -
- getnodes()
: cppdlr::barycheb
+, cppdlr::baryleg
@@ -169,7 +173,8 @@ - i -
: cppdlr::imtime_ops
- interp()
-: cppdlr::barycheb
+: cppdlr::barycheb
+, cppdlr::baryleg
diff --git a/docs/main/doxygen/html/functions_func.html b/docs/main/doxygen/html/functions_func.html
index 3026a1b..3f6cb68 100644
--- a/docs/main/doxygen/html/functions_func.html
+++ b/docs/main/doxygen/html/functions_func.html
@@ -69,6 +69,9 @@ - b -
- barycheb()
: cppdlr::barycheb
+- baryleg()
+: cppdlr::baryleg
+
- build_evalvec()
: cppdlr::imfreq_ops
, cppdlr::imtime_ops
@@ -141,6 +144,7 @@
- g -
- getnodes()
: cppdlr::barycheb
+, cppdlr::baryleg
@@ -161,7 +165,8 @@ - i -
: cppdlr::imtime_ops
- interp()
-: cppdlr::barycheb
+: cppdlr::barycheb
+, cppdlr::baryleg
diff --git a/docs/main/doxygen/html/menudata.js b/docs/main/doxygen/html/menudata.js
index 44419ba..8d680ea 100644
--- a/docs/main/doxygen/html/menudata.js
+++ b/docs/main/doxygen/html/menudata.js
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{text:"r",url:"namespacemembers.html#index_r"},
{text:"s",url:"namespacemembers.html#index_s"},
{text:"t",url:"namespacemembers.html#index_t"}]},
-{text:"Functions",url:"namespacemembers_func.html"},
+{text:"Functions",url:"namespacemembers_func.html",children:[
+{text:"a",url:"namespacemembers_func.html#index_a"},
+{text:"b",url:"namespacemembers_func.html#index_b"},
+{text:"e",url:"namespacemembers_func.html#index_e"},
+{text:"g",url:"namespacemembers_func.html#index_g"},
+{text:"k",url:"namespacemembers_func.html#index_k"},
+{text:"l",url:"namespacemembers_func.html#index_l"},
+{text:"p",url:"namespacemembers_func.html#index_p"},
+{text:"r",url:"namespacemembers_func.html#index_r"}]},
{text:"Variables",url:"namespacemembers_vars.html"},
{text:"Typedefs",url:"namespacemembers_type.html"},
{text:"Enumerations",url:"namespacemembers_enum.html"},
diff --git a/docs/main/doxygen/html/namespacecppdlr.html b/docs/main/doxygen/html/namespacecppdlr.html
index f7c99fc..cb44820 100644
--- a/docs/main/doxygen/html/namespacecppdlr.html
+++ b/docs/main/doxygen/html/namespacecppdlr.html
@@ -87,6 +87,8 @@
class barycheb class baryleg struct make_common_helper Get type of given nda MemoryArray with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) More...
nda::vector< double > build_rf_fine (fineparams &fine) Build fine composite Chebyshev grid in real frequency. More...
nda::vector< double > build_it_fine (fineparams &fine) Get fine composite Chebyshev grid in imaginary time. More...
std::tuple< nda::vector< double >, nda::vector< double > > build_it_fine (fineparams &fine) Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. More...
nda::matrix< double > build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::matrix< double > build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::vector< double > build_k_it (double t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > build_k_it (nda::vector_const_view< double > t, double om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, double om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
std::tuple< double, double > geterr_k_it (fineparams &fine, nda::vector_const_view< double > t, nda::vector_const_view< double > om, nda::matrix_const_view< double > kmat) Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. More...
std::complex< double > k_if (int n, double om, statistic_t statistic, double beta) Evaluate analytic continuation kernel in imaginary frequency for a given inverse temperature. More...
double baryinterp (nda::vector_const_view< double > x, nda::vector_const_view< double > w, nda::vector_const_view< double > f, double xeval) Barycentric Lagrange interpolation. More...
nda::vector< double > eqptsrel (int n) Get grid of equispaced points on [0,1] in relative time format. More...
Returns Contraction of the inner dimensions of a and b
+
+
+
+◆ baryinterp()
+
+
+
+
+
+ double cppdlr::baryinterp
+ (
+ nda::vector_const_view< double >
+ x,
+
+
+ nda::vector_const_view< double >
+ w,
+
+
+ nda::vector_const_view< double >
+ f,
+
+
+ double
+ xeval
+
+
+ )
+
+
+
+
+Barycentric Lagrange interpolation.
+- Parameters
-
+
+ [in] x Interpolation nodes [in] w Barycentric interpolation weights [in] f Function values at interpolation nodes [in] xeval Point at which to evaluate interpolated function
+
+
+- Returns
- Interpolated function value at xeval
+
@@ -575,14 +638,14 @@
-◆ build_it_fine()
+
+◆ build_it_fine()
diff --git a/docs/main/doxygen/html/search/all_1.js b/docs/main/doxygen/html/search/all_1.js
index b25a1f0..fe105b0 100644
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diff --git a/docs/main/doxygen/html/utils_8cpp.html b/docs/main/doxygen/html/utils_8cpp.html
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+++ b/docs/main/doxygen/html/utils_8cpp.html
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Functions
double cppdlr::baryinterp (nda::vector_const_view< double > x, nda::vector_const_view< double > w, nda::vector_const_view< double > f, double xeval) Barycentric Lagrange interpolation. More...
nda::vector< double > cppdlr::eqptsrel (int n) Get grid of equispaced points on [0,1] in relative time format. More...
class cppdlr::barycheb class cppdlr::baryleg struct cppdlr::make_common_helper< T, S1, S2 > Get type of given nda MemoryArray with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) More...
Functions
double cppdlr::baryinterp (nda::vector_const_view< double > x, nda::vector_const_view< double > w, nda::vector_const_view< double > f, double xeval) Barycentric Lagrange interpolation. More...
template<nda::MemoryArrayOfRank< 2 > T, nda::Scalar S = get_value_t<T>> std::tuple< typename T::regular_type, nda::vector< double >, nda::vector< int > > cppdlr::pivrgs (T const &a, double eps) Rank-revealing pivoted reorthogonalized Gram-Schmidt. More...
diff --git a/docs/main/doxygen/latex/annotated.tex b/docs/main/doxygen/latex/annotated.tex
index 031f92d..3a6e751 100644
--- a/docs/main/doxygen/latex/annotated.tex
+++ b/docs/main/doxygen/latex/annotated.tex
@@ -1,6 +1,7 @@
\doxysection{Class List}
Here are the classes, structs, unions and interfaces with brief descriptions\+:\begin{DoxyCompactList}
\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1barycheb}{cppdlr\+::barycheb}} }{\pageref{classcppdlr_1_1barycheb}}{}
+\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1baryleg}{cppdlr\+::baryleg}} }{\pageref{classcppdlr_1_1baryleg}}{}
\item\contentsline{section}{\mbox{\hyperlink{classdyson__it}{dyson\+\_\+it}} \\*Class for solving Dyson equation in imaginary time }{\pageref{classdyson__it}}{}
\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1fineparams}{cppdlr\+::fineparams}} \\*Class containing parameters for fine composite Chebyshev grid discretizations of imaginary time and frequency }{\pageref{classcppdlr_1_1fineparams}}{}
\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1imfreq__ops}{cppdlr\+::imfreq\+\_\+ops}} \\*Class responsible for all DLR imaginary frequency operations, including building imaginary frequency grid and transformations }{\pageref{classcppdlr_1_1imfreq__ops}}{}
diff --git a/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex b/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex
index e0b6afe..e7bafe1 100644
--- a/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex
+++ b/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex
@@ -11,20 +11,20 @@
\item
nda\+::vector$<$ double $>$ const \& \mbox{\hyperlink{classcppdlr_1_1barycheb_afac15e0f486dc87d3f550a5b385117de}{getnodes}} ()
\item
-double \mbox{\hyperlink{classcppdlr_1_1barycheb_a3be85efddb7f3d2a0432f04a4529eda2}{interp}} (double x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f)
+double \mbox{\hyperlink{classcppdlr_1_1barycheb_ab2f5044a724a2450499000f078b495c3}{interp}} (double xeval, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f)
\end{DoxyCompactItemize}
\doxysubsection{Detailed Description}
-Initialize subroutine barycheb for barycentric Lagrange interpolation at Chebyshev nodes.
+Class constructor for barycheb\+: barycentric Lagrange interpolation at Chebyshev nodes.
\begin{DoxyParams}{Parameters}
{\em n} & number of Chebyshev nodes \\
\hline
-{\em xc} & n Chebyshev nodes of the first kind \\
+{\em x} & n Chebyshev nodes of the first kind \\
\hline
-{\em wc} & barycentric interpolation weights at Chebyshev nodes of the first kind \\
+{\em w} & barycentric interpolation weights at Chebyshev nodes of the first kind \\
\hline
\end{DoxyParams}
@@ -45,11 +45,11 @@
\doxysubsubsection{\texorpdfstring{getnodes()}{getnodes()}}
{\footnotesize\ttfamily nda\+::vector$<$ double $>$ const \& cppdlr\+::barycheb\+::getnodes (\begin{DoxyParamCaption}{ }\end{DoxyParamCaption})}
-\mbox{\Hypertarget{classcppdlr_1_1barycheb_a3be85efddb7f3d2a0432f04a4529eda2}\label{classcppdlr_1_1barycheb_a3be85efddb7f3d2a0432f04a4529eda2}}
+\mbox{\Hypertarget{classcppdlr_1_1barycheb_ab2f5044a724a2450499000f078b495c3}\label{classcppdlr_1_1barycheb_ab2f5044a724a2450499000f078b495c3}}
\index{cppdlr::barycheb@{cppdlr::barycheb}!interp@{interp}}
\index{interp@{interp}!cppdlr::barycheb@{cppdlr::barycheb}}
\doxysubsubsection{\texorpdfstring{interp()}{interp()}}
-{\footnotesize\ttfamily double cppdlr\+::barycheb\+::interp (\begin{DoxyParamCaption}\item[{double}]{x, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f }\end{DoxyParamCaption})}
+{\footnotesize\ttfamily double cppdlr\+::barycheb\+::interp (\begin{DoxyParamCaption}\item[{double}]{xeval, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f }\end{DoxyParamCaption})}
diff --git a/docs/main/doxygen/latex/classcppdlr_1_1baryleg.tex b/docs/main/doxygen/latex/classcppdlr_1_1baryleg.tex
new file mode 100644
index 0000000..d056fa6
--- /dev/null
+++ b/docs/main/doxygen/latex/classcppdlr_1_1baryleg.tex
@@ -0,0 +1,59 @@
+\hypertarget{classcppdlr_1_1baryleg}{}\doxysection{cppdlr\+::baryleg Class Reference}
+\label{classcppdlr_1_1baryleg}\index{cppdlr::baryleg@{cppdlr::baryleg}}
+
+
+{\ttfamily \#include $<$utils.\+hpp$>$}
+
+\doxysubsection*{Public Member Functions}
+\begin{DoxyCompactItemize}
+\item
+\mbox{\hyperlink{classcppdlr_1_1baryleg_a48e4355d979de64ff4ad59d1bd2290bb}{baryleg}} (int n)
+\item
+nda\+::vector$<$ double $>$ const \& \mbox{\hyperlink{classcppdlr_1_1baryleg_ad5488d8c3069e1c6a03684fa0d368cc1}{getnodes}} ()
+\item
+double \mbox{\hyperlink{classcppdlr_1_1baryleg_ab540248ef2bbc19cc6345ad07bc779ed}{interp}} (double xeval, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f)
+\end{DoxyCompactItemize}
+
+
+\doxysubsection{Detailed Description}
+Class constructor for baryleg\+: barycentric Lagrange interpolation at Legendre nodes.
+
+
+\begin{DoxyParams}{Parameters}
+{\em n} & number of Legendre nodes \\
+\hline
+{\em x} & n Legendre nodes \\
+\hline
+{\em w} & barycentric interpolation weights at Legendre nodes \\
+\hline
+\end{DoxyParams}
+
+
+\doxysubsection{Constructor \& Destructor Documentation}
+\mbox{\Hypertarget{classcppdlr_1_1baryleg_a48e4355d979de64ff4ad59d1bd2290bb}\label{classcppdlr_1_1baryleg_a48e4355d979de64ff4ad59d1bd2290bb}}
+\index{cppdlr::baryleg@{cppdlr::baryleg}!baryleg@{baryleg}}
+\index{baryleg@{baryleg}!cppdlr::baryleg@{cppdlr::baryleg}}
+\doxysubsubsection{\texorpdfstring{baryleg()}{baryleg()}}
+{\footnotesize\ttfamily cppdlr\+::baryleg\+::baryleg (\begin{DoxyParamCaption}\item[{int}]{n }\end{DoxyParamCaption})}
+
+
+
+\doxysubsection{Member Function Documentation}
+\mbox{\Hypertarget{classcppdlr_1_1baryleg_ad5488d8c3069e1c6a03684fa0d368cc1}\label{classcppdlr_1_1baryleg_ad5488d8c3069e1c6a03684fa0d368cc1}}
+\index{cppdlr::baryleg@{cppdlr::baryleg}!getnodes@{getnodes}}
+\index{getnodes@{getnodes}!cppdlr::baryleg@{cppdlr::baryleg}}
+\doxysubsubsection{\texorpdfstring{getnodes()}{getnodes()}}
+{\footnotesize\ttfamily nda\+::vector$<$ double $>$ const \& cppdlr\+::baryleg\+::getnodes (\begin{DoxyParamCaption}{ }\end{DoxyParamCaption})}
+
+\mbox{\Hypertarget{classcppdlr_1_1baryleg_ab540248ef2bbc19cc6345ad07bc779ed}\label{classcppdlr_1_1baryleg_ab540248ef2bbc19cc6345ad07bc779ed}}
+\index{cppdlr::baryleg@{cppdlr::baryleg}!interp@{interp}}
+\index{interp@{interp}!cppdlr::baryleg@{cppdlr::baryleg}}
+\doxysubsubsection{\texorpdfstring{interp()}{interp()}}
+{\footnotesize\ttfamily double cppdlr\+::baryleg\+::interp (\begin{DoxyParamCaption}\item[{double}]{xeval, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f }\end{DoxyParamCaption})}
+
+
+
+The documentation for this class was generated from the following files\+:\begin{DoxyCompactItemize}
+\item
+/home/runner/work/cppdlr/cppdlr/c++/cppdlr/\mbox{\hyperlink{utils_8hpp}{utils.\+hpp}}\item
+/home/runner/work/cppdlr/cppdlr/c++/cppdlr/\mbox{\hyperlink{utils_8cpp}{utils.\+cpp}}\end{DoxyCompactItemize}
diff --git a/docs/main/doxygen/latex/dlr__build_8cpp.tex b/docs/main/doxygen/latex/dlr__build_8cpp.tex
index edfb288..a241267 100644
--- a/docs/main/doxygen/latex/dlr__build_8cpp.tex
+++ b/docs/main/doxygen/latex/dlr__build_8cpp.tex
@@ -14,14 +14,18 @@
\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}{cppdlr\+::build\+\_\+rf\+\_\+fine}} (fineparams \&fine)
\begin{DoxyCompactList}\small\item\em Build fine composite Chebyshev grid in real frequency. \end{DoxyCompactList}\item
-nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
-\begin{DoxyCompactList}\small\item\em Get fine composite Chebyshev grid in imaginary time. \end{DoxyCompactList}\item
+std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ \mbox{\hyperlink{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
+\begin{DoxyCompactList}\small\item\em Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. \end{DoxyCompactList}\item
nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}{cppdlr\+::build\+\_\+k\+\_\+it}} (double t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, double om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, double om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
std\+::tuple$<$ double, double $>$ \mbox{\hyperlink{namespacecppdlr_a48fb848c5a66d6141ad240d2e749aec9}{cppdlr\+::geterr\+\_\+k\+\_\+it}} (fineparams \&fine, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, nda\+::matrix\+\_\+const\+\_\+view$<$ double $>$ kmat)
\begin{DoxyCompactList}\small\item\em Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. \end{DoxyCompactList}\item
nda\+::matrix$<$ dcomplex $>$ \mbox{\hyperlink{namespacecppdlr_a988f80420d11cd80ac3803bd3bd429c0}{cppdlr\+::build\+\_\+k\+\_\+if}} (int nmax, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, statistic\+\_\+t statistic)
diff --git a/docs/main/doxygen/latex/dlr__build_8hpp.tex b/docs/main/doxygen/latex/dlr__build_8hpp.tex
index 3bbee9a..87f5ccc 100644
--- a/docs/main/doxygen/latex/dlr__build_8hpp.tex
+++ b/docs/main/doxygen/latex/dlr__build_8hpp.tex
@@ -24,14 +24,18 @@
\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}{cppdlr\+::build\+\_\+rf\+\_\+fine}} (fineparams \&fine)
\begin{DoxyCompactList}\small\item\em Build fine composite Chebyshev grid in real frequency. \end{DoxyCompactList}\item
-nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
-\begin{DoxyCompactList}\small\item\em Get fine composite Chebyshev grid in imaginary time. \end{DoxyCompactList}\item
+std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ \mbox{\hyperlink{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
+\begin{DoxyCompactList}\small\item\em Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. \end{DoxyCompactList}\item
nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}{cppdlr\+::build\+\_\+k\+\_\+it}} (double t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, double om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, double om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::matrix$<$ dcomplex $>$ \mbox{\hyperlink{namespacecppdlr_a988f80420d11cd80ac3803bd3bd429c0}{cppdlr\+::build\+\_\+k\+\_\+if}} (int nmax, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, statistic\+\_\+t statistic)
\begin{DoxyCompactList}\small\item\em Get imaginary frequency discretization of analytic continuation kernel. \end{DoxyCompactList}\item
std\+::tuple$<$ double, double $>$ \mbox{\hyperlink{namespacecppdlr_a48fb848c5a66d6141ad240d2e749aec9}{cppdlr\+::geterr\+\_\+k\+\_\+it}} (fineparams \&fine, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, nda\+::matrix\+\_\+const\+\_\+view$<$ double $>$ kmat)
diff --git a/docs/main/doxygen/latex/namespacecppdlr.tex b/docs/main/doxygen/latex/namespacecppdlr.tex
index a43aa4a..54c4ccf 100644
--- a/docs/main/doxygen/latex/namespacecppdlr.tex
+++ b/docs/main/doxygen/latex/namespacecppdlr.tex
@@ -11,6 +11,8 @@
\begin{DoxyCompactList}\small\item\em Class responsible for all DLR imaginary time operations, including building imaginary time grid and transformations. \end{DoxyCompactList}\item
class \mbox{\hyperlink{classcppdlr_1_1barycheb}{barycheb}}
\item
+class \mbox{\hyperlink{classcppdlr_1_1baryleg}{baryleg}}
+\item
struct \mbox{\hyperlink{structcppdlr_1_1make__common__helper}{make\+\_\+common\+\_\+helper}}
\begin{DoxyCompactList}\small\item\em Get type of given nda Memory\+Array with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) \end{DoxyCompactList}\end{DoxyCompactItemize}
\doxysubsection*{Functions}
@@ -18,14 +20,18 @@
\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}{build\+\_\+rf\+\_\+fine}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine)
\begin{DoxyCompactList}\small\item\em Build fine composite Chebyshev grid in real frequency. \end{DoxyCompactList}\item
-nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}{build\+\_\+it\+\_\+fine}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine)
-\begin{DoxyCompactList}\small\item\em Get fine composite Chebyshev grid in imaginary time. \end{DoxyCompactList}\item
+std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ \mbox{\hyperlink{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}{build\+\_\+it\+\_\+fine}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine)
+\begin{DoxyCompactList}\small\item\em Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. \end{DoxyCompactList}\item
nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}{build\+\_\+k\+\_\+it}} (double t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, double om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, double om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
std\+::tuple$<$ double, double $>$ \mbox{\hyperlink{namespacecppdlr_a48fb848c5a66d6141ad240d2e749aec9}{geterr\+\_\+k\+\_\+it}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, nda\+::matrix\+\_\+const\+\_\+view$<$ double $>$ kmat)
\begin{DoxyCompactList}\small\item\em Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. \end{DoxyCompactList}\item
nda\+::matrix$<$ dcomplex $>$ \mbox{\hyperlink{namespacecppdlr_a988f80420d11cd80ac3803bd3bd429c0}{build\+\_\+k\+\_\+if}} (int nmax, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, \mbox{\hyperlink{namespacecppdlr_ad0a7e33d9a03f4986937032c25ee7435}{statistic\+\_\+t}} statistic)
@@ -52,6 +58,8 @@
\begin{DoxyCompactList}\small\item\em Evaluate analytic continuation kernel in imaginary frequency using dimensionless variables (beta = 1) \end{DoxyCompactList}\item
std\+::complex$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a672098c598c55c8f9da60cd194a741ea}{k\+\_\+if}} (int n, double om, \mbox{\hyperlink{namespacecppdlr_ad0a7e33d9a03f4986937032c25ee7435}{statistic\+\_\+t}} statistic, double beta)
\begin{DoxyCompactList}\small\item\em Evaluate analytic continuation kernel in imaginary frequency for a given inverse temperature. \end{DoxyCompactList}\item
+double \mbox{\hyperlink{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}{baryinterp}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f, double xeval)
+\begin{DoxyCompactList}\small\item\em Barycentric Lagrange interpolation. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a2d46bf12944fe36c90343df67e2d783b}{eqptsrel}} (int n)
\begin{DoxyCompactList}\small\item\em Get grid of equispaced points on \mbox{[}0,1\mbox{]} in relative time format. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a3b1ccba6393dfc517757677a13ad2553}{rel2abs}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t)
@@ -272,6 +280,30 @@
\begin{DoxyReturn}{Returns}
Contraction of the inner dimensions of {\ttfamily a} and {\ttfamily b}
\end{DoxyReturn}
+\mbox{\Hypertarget{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}\label{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}}
+\index{cppdlr@{cppdlr}!baryinterp@{baryinterp}}
+\index{baryinterp@{baryinterp}!cppdlr@{cppdlr}}
+\doxysubsubsection{\texorpdfstring{baryinterp()}{baryinterp()}}
+{\footnotesize\ttfamily double cppdlr\+::baryinterp (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{x, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{w, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f, }\item[{double}]{xeval }\end{DoxyParamCaption})}
+
+
+
+Barycentric Lagrange interpolation.
+
+
+\begin{DoxyParams}[1]{Parameters}
+\mbox{\texttt{ in}} & {\em x} & Interpolation nodes \\
+\hline
+\mbox{\texttt{ in}} & {\em w} & Barycentric interpolation weights \\
+\hline
+\mbox{\texttt{ in}} & {\em f} & Function values at interpolation nodes \\
+\hline
+\mbox{\texttt{ in}} & {\em xeval} & Point at which to evaluate interpolated function\\
+\hline
+\end{DoxyParams}
+\begin{DoxyReturn}{Returns}
+Interpolated function value at xeval
+\end{DoxyReturn}
\mbox{\Hypertarget{namespacecppdlr_ace84f47b6cc94a562dfd5207791c27b0}\label{namespacecppdlr_ace84f47b6cc94a562dfd5207791c27b0}}
\index{cppdlr@{cppdlr}!build\_dlr\_rf@{build\_dlr\_rf}}
\index{build\_dlr\_rf@{build\_dlr\_rf}!cppdlr@{cppdlr}}
@@ -322,15 +354,15 @@
\begin{DoxyNote}{Note}
In case Boson and SYM options are selected, we enforce that omega = 0 is chosen as a DLR frequency. For an explanation, please see the \char`\"{}\+Symmetrized DLR grids\char`\"{} subsection in the \char`\"{}\+Background\char`\"{} section of the documentation.
\end{DoxyNote}
-\mbox{\Hypertarget{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}\label{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}}
+\mbox{\Hypertarget{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}\label{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}}
\index{cppdlr@{cppdlr}!build\_it\_fine@{build\_it\_fine}}
\index{build\_it\_fine@{build\_it\_fine}!cppdlr@{cppdlr}}
\doxysubsubsection{\texorpdfstring{build\_it\_fine()}{build\_it\_fine()}}
-{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+it\+\_\+fine (\begin{DoxyParamCaption}\item[{\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&}]{fine }\end{DoxyParamCaption})}
+{\footnotesize\ttfamily std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ cppdlr\+::build\+\_\+it\+\_\+fine (\begin{DoxyParamCaption}\item[{\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&}]{fine }\end{DoxyParamCaption})}
-Get fine composite Chebyshev grid in imaginary time.
+Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights.
\begin{DoxyParams}[1]{Parameters}
@@ -338,7 +370,7 @@
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
-Fine imaginary time grid
+Tuple containing fine imaginary time grid and corresponding square root quadrature weights
\end{DoxyReturn}
\begin{DoxyNote}{Note}
Fine imaginary time grid is given in relative format
@@ -368,7 +400,7 @@
\mbox{\Hypertarget{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}\label{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}}
\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
-\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [1/3]}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [1/5]}}
{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{double}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{om }\end{DoxyParamCaption})}
@@ -388,7 +420,7 @@
\mbox{\Hypertarget{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}\label{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}}
\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
-\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [2/3]}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [2/5]}}
{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{double}]{om }\end{DoxyParamCaption})}
@@ -408,7 +440,7 @@
\mbox{\Hypertarget{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}\label{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}}
\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
-\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [3/3]}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [3/5]}}
{\footnotesize\ttfamily nda\+::matrix$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{om }\end{DoxyParamCaption})}
@@ -425,6 +457,50 @@
\begin{DoxyReturn}{Returns}
Discretization of analytic continuation kernel on given grid
\end{DoxyReturn}
+\mbox{\Hypertarget{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}\label{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}}
+\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
+\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [4/5]}}
+{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{w, }\item[{double}]{om }\end{DoxyParamCaption})}
+
+
+
+Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting.
+
+
+\begin{DoxyParams}[1]{Parameters}
+\mbox{\texttt{ in}} & {\em t} & Imaginary time grid in relative format \\
+\hline
+\mbox{\texttt{ in}} & {\em w} & Square root quadrature weights \\
+\hline
+\mbox{\texttt{ in}} & {\em om} & Frequency real grid\\
+\hline
+\end{DoxyParams}
+\begin{DoxyReturn}{Returns}
+Discretization of analytic continuation kernel on given grid
+\end{DoxyReturn}
+\mbox{\Hypertarget{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}\label{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}}
+\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
+\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [5/5]}}
+{\footnotesize\ttfamily nda\+::matrix$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{w, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{om }\end{DoxyParamCaption})}
+
+
+
+Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting.
+
+
+\begin{DoxyParams}[1]{Parameters}
+\mbox{\texttt{ in}} & {\em t} & Imaginary time grid in relative format \\
+\hline
+\mbox{\texttt{ in}} & {\em w} & Square root quadrature weights \\
+\hline
+\mbox{\texttt{ in}} & {\em om} & Frequency real grid\\
+\hline
+\end{DoxyParams}
+\begin{DoxyReturn}{Returns}
+Discretization of analytic continuation kernel on given grid
+\end{DoxyReturn}
\mbox{\Hypertarget{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}\label{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}}
\index{cppdlr@{cppdlr}!build\_rf\_fine@{build\_rf\_fine}}
\index{build\_rf\_fine@{build\_rf\_fine}!cppdlr@{cppdlr}}
diff --git a/docs/main/doxygen/latex/refman.tex b/docs/main/doxygen/latex/refman.tex
index d4d8fd3..0720df2 100644
--- a/docs/main/doxygen/latex/refman.tex
+++ b/docs/main/doxygen/latex/refman.tex
@@ -181,6 +181,7 @@ \chapter{Namespace Documentation}
\input{namespacecppdlr}
\chapter{Class Documentation}
\input{classcppdlr_1_1barycheb}
+\input{classcppdlr_1_1baryleg}
\input{classdyson__it}
\input{classcppdlr_1_1fineparams}
\input{classcppdlr_1_1imfreq__ops}
diff --git a/docs/main/doxygen/latex/utils_8cpp.tex b/docs/main/doxygen/latex/utils_8cpp.tex
index fbbfe90..d492eb8 100644
--- a/docs/main/doxygen/latex/utils_8cpp.tex
+++ b/docs/main/doxygen/latex/utils_8cpp.tex
@@ -11,6 +11,8 @@
\doxysubsection*{Functions}
\begin{DoxyCompactItemize}
\item
+double \mbox{\hyperlink{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}{cppdlr\+::baryinterp}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f, double xeval)
+\begin{DoxyCompactList}\small\item\em Barycentric Lagrange interpolation. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a2d46bf12944fe36c90343df67e2d783b}{cppdlr\+::eqptsrel}} (int n)
\begin{DoxyCompactList}\small\item\em Get grid of equispaced points on \mbox{[}0,1\mbox{]} in relative time format. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a3b1ccba6393dfc517757677a13ad2553}{cppdlr\+::rel2abs}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t)
diff --git a/docs/main/doxygen/latex/utils_8hpp.tex b/docs/main/doxygen/latex/utils_8hpp.tex
index 5193724..c9a61d0 100644
--- a/docs/main/doxygen/latex/utils_8hpp.tex
+++ b/docs/main/doxygen/latex/utils_8hpp.tex
@@ -8,6 +8,8 @@
\item
class \mbox{\hyperlink{classcppdlr_1_1barycheb}{cppdlr\+::barycheb}}
\item
+class \mbox{\hyperlink{classcppdlr_1_1baryleg}{cppdlr\+::baryleg}}
+\item
struct \mbox{\hyperlink{structcppdlr_1_1make__common__helper}{cppdlr\+::make\+\_\+common\+\_\+helper$<$ T, S1, S2 $>$}}
\begin{DoxyCompactList}\small\item\em Get type of given nda Memory\+Array with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) \end{DoxyCompactList}\end{DoxyCompactItemize}
\doxysubsection*{Namespaces}
@@ -27,6 +29,8 @@
\doxysubsection*{Functions}
\begin{DoxyCompactItemize}
\item
+double \mbox{\hyperlink{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}{cppdlr\+::baryinterp}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f, double xeval)
+\begin{DoxyCompactList}\small\item\em Barycentric Lagrange interpolation. \end{DoxyCompactList}\item
{\footnotesize template$<$nda\+::\+Memory\+Array\+Of\+Rank$<$ 2 $>$ T, nda\+::\+Scalar S = get\+\_\+value\+\_\+t$<$\+T$>$$>$ }\\std\+::tuple$<$ typename T\+::regular\+\_\+type, nda\+::vector$<$ double $>$, nda\+::vector$<$ int $>$ $>$ \mbox{\hyperlink{namespacecppdlr_ac02cc711894b431452f59f40e6f17dac}{cppdlr\+::pivrgs}} (T const \&a, double eps)
\begin{DoxyCompactList}\small\item\em Rank-\/revealing pivoted reorthogonalized Gram-\/\+Schmidt. \end{DoxyCompactList}\item
{\footnotesize template$<$nda\+::\+Memory\+Array\+Of\+Rank$<$ 2 $>$ T, nda\+::\+Scalar S = get\+\_\+value\+\_\+t$<$\+T$>$$>$ }\\std\+::tuple$<$ typename T\+::regular\+\_\+type, nda\+::vector$<$ double $>$, nda\+::vector$<$ int $>$ $>$ \mbox{\hyperlink{namespacecppdlr_a65790598f458616dbc7fc84ab3cfe02c}{cppdlr\+::pivrgs\+\_\+sym}} (T const \&a, double eps)
diff --git a/docs/main/searchindex.js b/docs/main/searchindex.js
index 752ebad..7abbbdd 100644
--- a/docs/main/searchindex.js
+++ b/docs/main/searchindex.js
@@ -1 +1 @@
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+ cppdlr
+ 1.0.0
+
+ Imaginary time calculations using the discrete Lehmann representation
+ |
+
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+
+
+
+
+
+
+cppdlr::baryleg Member List
+
+
+
+
+This is the complete list of members for cppdlr::baryleg, including all inherited members.
+| baryleg(int n) | cppdlr::baryleg | |
| getnodes() | cppdlr::baryleg | |
| interp(double xeval, nda::vector_const_view< double > f) | cppdlr::baryleg |
+Generated by
1.9.1
+
+
+
diff --git a/docs/main/doxygen/html/classcppdlr_1_1baryleg.html b/docs/main/doxygen/html/classcppdlr_1_1baryleg.html
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+ 1.0.0
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+ Imaginary time calculations using the discrete Lehmann representation
+ |
+
+
+
+
+
+
+
+
+
+
+
+
+
+
+cppdlr::baryleg Class Reference
+
+
+
+
The documentation for this class was generated from the following files: +
+
+#include <utils.hpp>
+Public Member Functions | |
| baryleg (int n) | |
| nda::vector< double > const & | getnodes () |
| double | interp (double xeval, nda::vector_const_view< double > f) |
Detailed Description
+Class constructor for baryleg: barycentric Lagrange interpolation at Legendre nodes.
+- Parameters
-
+
+
+n number of Legendre nodes x n Legendre nodes w barycentric interpolation weights at Legendre nodes
+
Constructor & Destructor Documentation
+ +◆ baryleg()
+ +
+
+
+
+
+
| cppdlr::baryleg::baryleg | +( | +int | +n | ) | ++ |
+
+
+Member Function Documentation
+ +◆ getnodes()
+ +
+
+
+
+
+
+
| nda::vector< double > const & cppdlr::baryleg::getnodes | +( | +) | ++ |
+
+
+◆ interp()
+ +
+
+
+
+
+
| double cppdlr::baryleg::interp | +( | +double | +xeval, | +
| + | + | nda::vector_const_view< double > | +f | +
| + | ) | ++ |
+
+
+The documentation for this class was generated from the following files: +
+Generated by
1.9.1
+
+
+
diff --git a/docs/main/doxygen/html/classes.html b/docs/main/doxygen/html/classes.html
index 4ae563e..4aa3051 100644
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+++ b/docs/main/doxygen/html/classes.html
@@ -71,7 +71,7 @@
+barycheb (cppdlr) baryleg (cppdlr)
diff --git a/docs/main/doxygen/html/dlr__build_8cpp.html b/docs/main/doxygen/html/dlr__build_8cpp.html
index 3ce1580..bf03921 100644
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@@ -89,18 +89,24 @@
nda::vector< double > cppdlr::build_rf_fine (fineparams &fine) Build fine composite Chebyshev grid in real frequency. More...
nda::vector< double > cppdlr::build_it_fine (fineparams &fine) Get fine composite Chebyshev grid in imaginary time. More...
std::tuple< nda::vector< double >, nda::vector< double > > cppdlr::build_it_fine (fineparams &fine) Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::vector< double > cppdlr::build_k_it (double t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, double om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, double om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
std::tuple< double, double > cppdlr::geterr_k_it (fineparams &fine, nda::vector_const_view< double > t, nda::vector_const_view< double > om, nda::matrix_const_view< double > kmat) Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. More...
nda::vector< double > cppdlr::build_rf_fine (fineparams &fine) Build fine composite Chebyshev grid in real frequency. More...
nda::vector< double > cppdlr::build_it_fine (fineparams &fine) Get fine composite Chebyshev grid in imaginary time. More...
std::tuple< nda::vector< double >, nda::vector< double > > cppdlr::build_it_fine (fineparams &fine) Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::matrix< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::vector< double > cppdlr::build_k_it (double t, nda::vector_const_view< double > om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, double om) Get imaginary time discretization of analytic continuation kernel. More...
nda::vector< double > cppdlr::build_k_it (nda::vector_const_view< double > t, nda::vector_const_view< double > w, double om) Get imaginary time discretization of analytic continuation kernel with L^2 weighting. More...
nda::matrix< dcomplex > cppdlr::build_k_if (int nmax, nda::vector_const_view< double > om, statistic_t statistic) Get imaginary frequency discretization of analytic continuation kernel. More...
78 nda::matrix<double> build_k_it(nda::vector_const_view<double> t, nda::vector_const_view<double> om);
-
-
-
-
-
- 99 nda::matrix<dcomplex> build_k_if(int nmax, nda::vector_const_view<double> om, statistic_t statistic);
-
- 120 std::tuple<double, double> geterr_k_it(fineparams &fine, nda::vector_const_view<double> t, nda::vector_const_view<double> om,
-
-
-
-
- 144 nda::vector<double> build_dlr_rf(double lambda, double eps, statistic_t statistic, bool symmetrize);
-
-
-
-
+
+
+ 80 nda::matrix<double> build_k_it(nda::vector_const_view<double> t, nda::vector_const_view<double> om);
+
+ 92 nda::matrix<double> build_k_it(nda::vector_const_view<double> t, nda::vector_const_view<double> w, nda::vector_const_view<double> om);
+
+
+
+
+
+ 107 nda::vector<double> build_k_it(nda::vector_const_view<double> t, nda::vector_const_view<double> w, double om);
+
+ 118 nda::matrix<dcomplex> build_k_if(int nmax, nda::vector_const_view<double> om, statistic_t statistic);
+
+ 139 std::tuple<double, double> geterr_k_it(fineparams &fine, nda::vector_const_view<double> t, nda::vector_const_view<double> om,
+
+
+
+
+ 163 nda::vector<double> build_dlr_rf(double lambda, double eps, statistic_t statistic, bool symmetrize);
+
+
+
+
Class containing parameters for fine composite Chebyshev grid discretizations of imaginary time and f...
Definition: dlr_build.hpp:36
const int nt
Total # fine imaginary time grid points.
Definition: dlr_build.hpp:47
Definition: dlr_build.cpp:27
nda::vector< double > build_it_fine(fineparams &fine)
Get fine composite Chebyshev grid in imaginary time.
Definition: dlr_build.cpp:74
nda::vector< double > build_dlr_rf(double lambda, double eps, statistic_t statistic, bool symmetrize)
Construct DLR basis by obtaining DLR frequencies.
Definition: dlr_build.cpp:228
nda::matrix< double > build_k_it(nda::vector_const_view< double > t, nda::vector_const_view< double > om)
Get imaginary time discretization of analytic continuation kernel.
Definition: dlr_build.cpp:103
std::tuple< double, double > geterr_k_it(fineparams &fine, nda::vector_const_view< double > t, nda::vector_const_view< double > om, nda::matrix_const_view< double > kmat)
Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary tim...
Definition: dlr_build.cpp:137
nda::vector< double > build_dlr_rf(double lambda, double eps, statistic_t statistic, bool symmetrize)
Construct DLR basis by obtaining DLR frequencies.
Definition: dlr_build.cpp:257
nda::matrix< double > build_k_it(nda::vector_const_view< double > t, nda::vector_const_view< double > om)
Get imaginary time discretization of analytic continuation kernel.
Definition: dlr_build.cpp:106
std::tuple< double, double > geterr_k_it(fineparams &fine, nda::vector_const_view< double > t, nda::vector_const_view< double > om, nda::matrix_const_view< double > kmat)
Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary tim...
Definition: dlr_build.cpp:164
nda::vector< double > build_rf_fine(fineparams &fine)
Build fine composite Chebyshev grid in real frequency.
Definition: dlr_build.cpp:44
nda::matrix< dcomplex > build_k_if(int nmax, nda::vector_const_view< double > om, statistic_t statistic)
Get imaginary frequency discretization of analytic continuation kernel.
Definition: dlr_build.cpp:202
nda::matrix< dcomplex > build_k_if(int nmax, nda::vector_const_view< double > om, statistic_t statistic)
Get imaginary frequency discretization of analytic continuation kernel.
Definition: dlr_build.cpp:232
std::tuple< nda::vector< double >, nda::vector< double > > build_it_fine(fineparams &fine)
Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights.
Definition: dlr_build.cpp:74
diff --git a/docs/main/doxygen/html/dlr__dyson_8hpp_source.html b/docs/main/doxygen/html/dlr__dyson_8hpp_source.html index 2d9f1b0..6f65a3c 100644 --- a/docs/main/doxygen/html/dlr__dyson_8hpp_source.html +++ b/docs/main/doxygen/html/dlr__dyson_8hpp_source.html @@ -228,7 +228,7 @@
Definition: dlr_build.cpp:27
nda::vector< double > rel2abs(nda::vector_const_view< double > t)
Convert points on [0,1] from relative to absolute time format.
Definition: utils.cpp:70
nda::vector< double > rel2abs(nda::vector_const_view< double > t)
Convert points on [0,1] from relative to absolute time format.
Definition: utils.cpp:84
requires(std::floating_point< Ht >||nda::MemoryMatrix< Ht >) class dyson_it
Definition: dlr_dyson.hpp:36
Definition: dlr_build.cpp:27
decltype(make_regular(std::declval< T >() *1i)) make_cplx_t
Get complex-valued type corresponding to type of given nda MemoryArray.
Definition: utils.hpp:517
decltype(make_regular(std::declval< T >() *1i)) make_cplx_t
Get complex-valued type corresponding to type of given nda MemoryArray.
Definition: utils.hpp:533
std::complex< double > k_if(int n, double om, statistic_t statistic)
Evaluate analytic continuation kernel in imaginary frequency using dimensionless variables (beta = 1)
Definition: dlr_kernels.cpp:57
Definition: dlr_build.cpp:27
nda::array< S, Ta::rank+Tb::rank - 2 > arraymult(Ta const &a, Tb const &b)
Contract the last dimension of an array a with the first dimension of an array b.
Definition: utils.hpp:541
nda::array< S, Ta::rank+Tb::rank - 2 > arraymult(Ta const &a, Tb const &b)
Contract the last dimension of an array a with the first dimension of an array b.
Definition: utils.hpp:557
double k_it_abs(double t, double om)
Evaluate analytic continuation kernel in imaginary time (absolute time format) using dimensionless va...
Definition: dlr_kernels.cpp:38
- b -
- barycheb() : cppdlr::barycheb +
- baryleg() +: cppdlr::baryleg +
- build_evalvec()
: cppdlr::imfreq_ops
, cppdlr::imtime_ops
@@ -141,6 +144,7 @@
- g -
- getnodes() : cppdlr::barycheb +, cppdlr::baryleg
- i -
-
: cppdlr::imtime_ops
- interp() -: cppdlr::barycheb +: cppdlr::barycheb +, cppdlr::baryleg
- b -
- barycheb() : cppdlr::barycheb +
- baryleg() +: cppdlr::baryleg +
- build_evalvec()
: cppdlr::imfreq_ops
, cppdlr::imtime_ops
@@ -141,6 +144,7 @@
- g -
- getnodes() : cppdlr::barycheb +, cppdlr::baryleg
- i -
-
: cppdlr::imtime_ops
- interp() -: cppdlr::barycheb +: cppdlr::barycheb +, cppdlr::baryleg
Returns Contraction of the inner dimensions of a and b
+
+
+
+◆ baryinterp()
+
+
+
+
+
+ double cppdlr::baryinterp
+ (
+ nda::vector_const_view< double >
+ x,
+
+
+ nda::vector_const_view< double >
+ w,
+
+
+ nda::vector_const_view< double >
+ f,
+
+
+ double
+ xeval
+
+
+ )
+
+
+
+
+Barycentric Lagrange interpolation.
+- Parameters
-
+
+ [in] x Interpolation nodes [in] w Barycentric interpolation weights [in] f Function values at interpolation nodes [in] xeval Point at which to evaluate interpolated function
+
+
+- Returns
- Interpolated function value at xeval
+
@@ -575,14 +638,14 @@
-◆ build_it_fine()
+
+◆ build_it_fine()
diff --git a/docs/main/doxygen/html/search/all_1.js b/docs/main/doxygen/html/search/all_1.js
index b25a1f0..fe105b0 100644
--- a/docs/main/doxygen/html/search/all_1.js
+++ b/docs/main/doxygen/html/search/all_1.js
@@ -1,11 +1,13 @@
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index 759f6b1..dd40a68 100644
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index 9c0833c..15ed9f7 100644
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diff --git a/docs/main/doxygen/html/utils_8cpp.html b/docs/main/doxygen/html/utils_8cpp.html
index 8b98239..437ada0 100644
--- a/docs/main/doxygen/html/utils_8cpp.html
+++ b/docs/main/doxygen/html/utils_8cpp.html
@@ -85,6 +85,9 @@
Functions
double cppdlr::baryinterp (nda::vector_const_view< double > x, nda::vector_const_view< double > w, nda::vector_const_view< double > f, double xeval) Barycentric Lagrange interpolation. More...
nda::vector< double > cppdlr::eqptsrel (int n) Get grid of equispaced points on [0,1] in relative time format. More...
class cppdlr::barycheb class cppdlr::baryleg struct cppdlr::make_common_helper< T, S1, S2 > Get type of given nda MemoryArray with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) More...
Functions
double cppdlr::baryinterp (nda::vector_const_view< double > x, nda::vector_const_view< double > w, nda::vector_const_view< double > f, double xeval) Barycentric Lagrange interpolation. More...
template<nda::MemoryArrayOfRank< 2 > T, nda::Scalar S = get_value_t<T>> std::tuple< typename T::regular_type, nda::vector< double >, nda::vector< int > > cppdlr::pivrgs (T const &a, double eps) Rank-revealing pivoted reorthogonalized Gram-Schmidt. More...
diff --git a/docs/main/doxygen/latex/annotated.tex b/docs/main/doxygen/latex/annotated.tex
index 031f92d..3a6e751 100644
--- a/docs/main/doxygen/latex/annotated.tex
+++ b/docs/main/doxygen/latex/annotated.tex
@@ -1,6 +1,7 @@
\doxysection{Class List}
Here are the classes, structs, unions and interfaces with brief descriptions\+:\begin{DoxyCompactList}
\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1barycheb}{cppdlr\+::barycheb}} }{\pageref{classcppdlr_1_1barycheb}}{}
+\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1baryleg}{cppdlr\+::baryleg}} }{\pageref{classcppdlr_1_1baryleg}}{}
\item\contentsline{section}{\mbox{\hyperlink{classdyson__it}{dyson\+\_\+it}} \\*Class for solving Dyson equation in imaginary time }{\pageref{classdyson__it}}{}
\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1fineparams}{cppdlr\+::fineparams}} \\*Class containing parameters for fine composite Chebyshev grid discretizations of imaginary time and frequency }{\pageref{classcppdlr_1_1fineparams}}{}
\item\contentsline{section}{\mbox{\hyperlink{classcppdlr_1_1imfreq__ops}{cppdlr\+::imfreq\+\_\+ops}} \\*Class responsible for all DLR imaginary frequency operations, including building imaginary frequency grid and transformations }{\pageref{classcppdlr_1_1imfreq__ops}}{}
diff --git a/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex b/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex
index e0b6afe..e7bafe1 100644
--- a/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex
+++ b/docs/main/doxygen/latex/classcppdlr_1_1barycheb.tex
@@ -11,20 +11,20 @@
\item
nda\+::vector$<$ double $>$ const \& \mbox{\hyperlink{classcppdlr_1_1barycheb_afac15e0f486dc87d3f550a5b385117de}{getnodes}} ()
\item
-double \mbox{\hyperlink{classcppdlr_1_1barycheb_a3be85efddb7f3d2a0432f04a4529eda2}{interp}} (double x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f)
+double \mbox{\hyperlink{classcppdlr_1_1barycheb_ab2f5044a724a2450499000f078b495c3}{interp}} (double xeval, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f)
\end{DoxyCompactItemize}
\doxysubsection{Detailed Description}
-Initialize subroutine barycheb for barycentric Lagrange interpolation at Chebyshev nodes.
+Class constructor for barycheb\+: barycentric Lagrange interpolation at Chebyshev nodes.
\begin{DoxyParams}{Parameters}
{\em n} & number of Chebyshev nodes \\
\hline
-{\em xc} & n Chebyshev nodes of the first kind \\
+{\em x} & n Chebyshev nodes of the first kind \\
\hline
-{\em wc} & barycentric interpolation weights at Chebyshev nodes of the first kind \\
+{\em w} & barycentric interpolation weights at Chebyshev nodes of the first kind \\
\hline
\end{DoxyParams}
@@ -45,11 +45,11 @@
\doxysubsubsection{\texorpdfstring{getnodes()}{getnodes()}}
{\footnotesize\ttfamily nda\+::vector$<$ double $>$ const \& cppdlr\+::barycheb\+::getnodes (\begin{DoxyParamCaption}{ }\end{DoxyParamCaption})}
-\mbox{\Hypertarget{classcppdlr_1_1barycheb_a3be85efddb7f3d2a0432f04a4529eda2}\label{classcppdlr_1_1barycheb_a3be85efddb7f3d2a0432f04a4529eda2}}
+\mbox{\Hypertarget{classcppdlr_1_1barycheb_ab2f5044a724a2450499000f078b495c3}\label{classcppdlr_1_1barycheb_ab2f5044a724a2450499000f078b495c3}}
\index{cppdlr::barycheb@{cppdlr::barycheb}!interp@{interp}}
\index{interp@{interp}!cppdlr::barycheb@{cppdlr::barycheb}}
\doxysubsubsection{\texorpdfstring{interp()}{interp()}}
-{\footnotesize\ttfamily double cppdlr\+::barycheb\+::interp (\begin{DoxyParamCaption}\item[{double}]{x, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f }\end{DoxyParamCaption})}
+{\footnotesize\ttfamily double cppdlr\+::barycheb\+::interp (\begin{DoxyParamCaption}\item[{double}]{xeval, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f }\end{DoxyParamCaption})}
diff --git a/docs/main/doxygen/latex/classcppdlr_1_1baryleg.tex b/docs/main/doxygen/latex/classcppdlr_1_1baryleg.tex
new file mode 100644
index 0000000..d056fa6
--- /dev/null
+++ b/docs/main/doxygen/latex/classcppdlr_1_1baryleg.tex
@@ -0,0 +1,59 @@
+\hypertarget{classcppdlr_1_1baryleg}{}\doxysection{cppdlr\+::baryleg Class Reference}
+\label{classcppdlr_1_1baryleg}\index{cppdlr::baryleg@{cppdlr::baryleg}}
+
+
+{\ttfamily \#include $<$utils.\+hpp$>$}
+
+\doxysubsection*{Public Member Functions}
+\begin{DoxyCompactItemize}
+\item
+\mbox{\hyperlink{classcppdlr_1_1baryleg_a48e4355d979de64ff4ad59d1bd2290bb}{baryleg}} (int n)
+\item
+nda\+::vector$<$ double $>$ const \& \mbox{\hyperlink{classcppdlr_1_1baryleg_ad5488d8c3069e1c6a03684fa0d368cc1}{getnodes}} ()
+\item
+double \mbox{\hyperlink{classcppdlr_1_1baryleg_ab540248ef2bbc19cc6345ad07bc779ed}{interp}} (double xeval, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f)
+\end{DoxyCompactItemize}
+
+
+\doxysubsection{Detailed Description}
+Class constructor for baryleg\+: barycentric Lagrange interpolation at Legendre nodes.
+
+
+\begin{DoxyParams}{Parameters}
+{\em n} & number of Legendre nodes \\
+\hline
+{\em x} & n Legendre nodes \\
+\hline
+{\em w} & barycentric interpolation weights at Legendre nodes \\
+\hline
+\end{DoxyParams}
+
+
+\doxysubsection{Constructor \& Destructor Documentation}
+\mbox{\Hypertarget{classcppdlr_1_1baryleg_a48e4355d979de64ff4ad59d1bd2290bb}\label{classcppdlr_1_1baryleg_a48e4355d979de64ff4ad59d1bd2290bb}}
+\index{cppdlr::baryleg@{cppdlr::baryleg}!baryleg@{baryleg}}
+\index{baryleg@{baryleg}!cppdlr::baryleg@{cppdlr::baryleg}}
+\doxysubsubsection{\texorpdfstring{baryleg()}{baryleg()}}
+{\footnotesize\ttfamily cppdlr\+::baryleg\+::baryleg (\begin{DoxyParamCaption}\item[{int}]{n }\end{DoxyParamCaption})}
+
+
+
+\doxysubsection{Member Function Documentation}
+\mbox{\Hypertarget{classcppdlr_1_1baryleg_ad5488d8c3069e1c6a03684fa0d368cc1}\label{classcppdlr_1_1baryleg_ad5488d8c3069e1c6a03684fa0d368cc1}}
+\index{cppdlr::baryleg@{cppdlr::baryleg}!getnodes@{getnodes}}
+\index{getnodes@{getnodes}!cppdlr::baryleg@{cppdlr::baryleg}}
+\doxysubsubsection{\texorpdfstring{getnodes()}{getnodes()}}
+{\footnotesize\ttfamily nda\+::vector$<$ double $>$ const \& cppdlr\+::baryleg\+::getnodes (\begin{DoxyParamCaption}{ }\end{DoxyParamCaption})}
+
+\mbox{\Hypertarget{classcppdlr_1_1baryleg_ab540248ef2bbc19cc6345ad07bc779ed}\label{classcppdlr_1_1baryleg_ab540248ef2bbc19cc6345ad07bc779ed}}
+\index{cppdlr::baryleg@{cppdlr::baryleg}!interp@{interp}}
+\index{interp@{interp}!cppdlr::baryleg@{cppdlr::baryleg}}
+\doxysubsubsection{\texorpdfstring{interp()}{interp()}}
+{\footnotesize\ttfamily double cppdlr\+::baryleg\+::interp (\begin{DoxyParamCaption}\item[{double}]{xeval, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f }\end{DoxyParamCaption})}
+
+
+
+The documentation for this class was generated from the following files\+:\begin{DoxyCompactItemize}
+\item
+/home/runner/work/cppdlr/cppdlr/c++/cppdlr/\mbox{\hyperlink{utils_8hpp}{utils.\+hpp}}\item
+/home/runner/work/cppdlr/cppdlr/c++/cppdlr/\mbox{\hyperlink{utils_8cpp}{utils.\+cpp}}\end{DoxyCompactItemize}
diff --git a/docs/main/doxygen/latex/dlr__build_8cpp.tex b/docs/main/doxygen/latex/dlr__build_8cpp.tex
index edfb288..a241267 100644
--- a/docs/main/doxygen/latex/dlr__build_8cpp.tex
+++ b/docs/main/doxygen/latex/dlr__build_8cpp.tex
@@ -14,14 +14,18 @@
\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}{cppdlr\+::build\+\_\+rf\+\_\+fine}} (fineparams \&fine)
\begin{DoxyCompactList}\small\item\em Build fine composite Chebyshev grid in real frequency. \end{DoxyCompactList}\item
-nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
-\begin{DoxyCompactList}\small\item\em Get fine composite Chebyshev grid in imaginary time. \end{DoxyCompactList}\item
+std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ \mbox{\hyperlink{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
+\begin{DoxyCompactList}\small\item\em Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. \end{DoxyCompactList}\item
nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}{cppdlr\+::build\+\_\+k\+\_\+it}} (double t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, double om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, double om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
std\+::tuple$<$ double, double $>$ \mbox{\hyperlink{namespacecppdlr_a48fb848c5a66d6141ad240d2e749aec9}{cppdlr\+::geterr\+\_\+k\+\_\+it}} (fineparams \&fine, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, nda\+::matrix\+\_\+const\+\_\+view$<$ double $>$ kmat)
\begin{DoxyCompactList}\small\item\em Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. \end{DoxyCompactList}\item
nda\+::matrix$<$ dcomplex $>$ \mbox{\hyperlink{namespacecppdlr_a988f80420d11cd80ac3803bd3bd429c0}{cppdlr\+::build\+\_\+k\+\_\+if}} (int nmax, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, statistic\+\_\+t statistic)
diff --git a/docs/main/doxygen/latex/dlr__build_8hpp.tex b/docs/main/doxygen/latex/dlr__build_8hpp.tex
index 3bbee9a..87f5ccc 100644
--- a/docs/main/doxygen/latex/dlr__build_8hpp.tex
+++ b/docs/main/doxygen/latex/dlr__build_8hpp.tex
@@ -24,14 +24,18 @@
\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}{cppdlr\+::build\+\_\+rf\+\_\+fine}} (fineparams \&fine)
\begin{DoxyCompactList}\small\item\em Build fine composite Chebyshev grid in real frequency. \end{DoxyCompactList}\item
-nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
-\begin{DoxyCompactList}\small\item\em Get fine composite Chebyshev grid in imaginary time. \end{DoxyCompactList}\item
+std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ \mbox{\hyperlink{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}{cppdlr\+::build\+\_\+it\+\_\+fine}} (fineparams \&fine)
+\begin{DoxyCompactList}\small\item\em Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. \end{DoxyCompactList}\item
nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}{cppdlr\+::build\+\_\+k\+\_\+it}} (double t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, double om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}{cppdlr\+::build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, double om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::matrix$<$ dcomplex $>$ \mbox{\hyperlink{namespacecppdlr_a988f80420d11cd80ac3803bd3bd429c0}{cppdlr\+::build\+\_\+k\+\_\+if}} (int nmax, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, statistic\+\_\+t statistic)
\begin{DoxyCompactList}\small\item\em Get imaginary frequency discretization of analytic continuation kernel. \end{DoxyCompactList}\item
std\+::tuple$<$ double, double $>$ \mbox{\hyperlink{namespacecppdlr_a48fb848c5a66d6141ad240d2e749aec9}{cppdlr\+::geterr\+\_\+k\+\_\+it}} (fineparams \&fine, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, nda\+::matrix\+\_\+const\+\_\+view$<$ double $>$ kmat)
diff --git a/docs/main/doxygen/latex/namespacecppdlr.tex b/docs/main/doxygen/latex/namespacecppdlr.tex
index a43aa4a..54c4ccf 100644
--- a/docs/main/doxygen/latex/namespacecppdlr.tex
+++ b/docs/main/doxygen/latex/namespacecppdlr.tex
@@ -11,6 +11,8 @@
\begin{DoxyCompactList}\small\item\em Class responsible for all DLR imaginary time operations, including building imaginary time grid and transformations. \end{DoxyCompactList}\item
class \mbox{\hyperlink{classcppdlr_1_1barycheb}{barycheb}}
\item
+class \mbox{\hyperlink{classcppdlr_1_1baryleg}{baryleg}}
+\item
struct \mbox{\hyperlink{structcppdlr_1_1make__common__helper}{make\+\_\+common\+\_\+helper}}
\begin{DoxyCompactList}\small\item\em Get type of given nda Memory\+Array with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) \end{DoxyCompactList}\end{DoxyCompactItemize}
\doxysubsection*{Functions}
@@ -18,14 +20,18 @@
\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}{build\+\_\+rf\+\_\+fine}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine)
\begin{DoxyCompactList}\small\item\em Build fine composite Chebyshev grid in real frequency. \end{DoxyCompactList}\item
-nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}{build\+\_\+it\+\_\+fine}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine)
-\begin{DoxyCompactList}\small\item\em Get fine composite Chebyshev grid in imaginary time. \end{DoxyCompactList}\item
+std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ \mbox{\hyperlink{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}{build\+\_\+it\+\_\+fine}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine)
+\begin{DoxyCompactList}\small\item\em Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights. \end{DoxyCompactList}\item
nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::matrix$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}{build\+\_\+k\+\_\+it}} (double t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, double om)
\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel. \end{DoxyCompactList}\item
+nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}{build\+\_\+k\+\_\+it}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, double om)
+\begin{DoxyCompactList}\small\item\em Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting. \end{DoxyCompactList}\item
std\+::tuple$<$ double, double $>$ \mbox{\hyperlink{namespacecppdlr_a48fb848c5a66d6141ad240d2e749aec9}{geterr\+\_\+k\+\_\+it}} (\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&fine, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, nda\+::matrix\+\_\+const\+\_\+view$<$ double $>$ kmat)
\begin{DoxyCompactList}\small\item\em Get error of fine composite Chebyshev discretization of analytic continuation kernel in imaginary time. \end{DoxyCompactList}\item
nda\+::matrix$<$ dcomplex $>$ \mbox{\hyperlink{namespacecppdlr_a988f80420d11cd80ac3803bd3bd429c0}{build\+\_\+k\+\_\+if}} (int nmax, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ om, \mbox{\hyperlink{namespacecppdlr_ad0a7e33d9a03f4986937032c25ee7435}{statistic\+\_\+t}} statistic)
@@ -52,6 +58,8 @@
\begin{DoxyCompactList}\small\item\em Evaluate analytic continuation kernel in imaginary frequency using dimensionless variables (beta = 1) \end{DoxyCompactList}\item
std\+::complex$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a672098c598c55c8f9da60cd194a741ea}{k\+\_\+if}} (int n, double om, \mbox{\hyperlink{namespacecppdlr_ad0a7e33d9a03f4986937032c25ee7435}{statistic\+\_\+t}} statistic, double beta)
\begin{DoxyCompactList}\small\item\em Evaluate analytic continuation kernel in imaginary frequency for a given inverse temperature. \end{DoxyCompactList}\item
+double \mbox{\hyperlink{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}{baryinterp}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f, double xeval)
+\begin{DoxyCompactList}\small\item\em Barycentric Lagrange interpolation. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a2d46bf12944fe36c90343df67e2d783b}{eqptsrel}} (int n)
\begin{DoxyCompactList}\small\item\em Get grid of equispaced points on \mbox{[}0,1\mbox{]} in relative time format. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a3b1ccba6393dfc517757677a13ad2553}{rel2abs}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t)
@@ -272,6 +280,30 @@
\begin{DoxyReturn}{Returns}
Contraction of the inner dimensions of {\ttfamily a} and {\ttfamily b}
\end{DoxyReturn}
+\mbox{\Hypertarget{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}\label{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}}
+\index{cppdlr@{cppdlr}!baryinterp@{baryinterp}}
+\index{baryinterp@{baryinterp}!cppdlr@{cppdlr}}
+\doxysubsubsection{\texorpdfstring{baryinterp()}{baryinterp()}}
+{\footnotesize\ttfamily double cppdlr\+::baryinterp (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{x, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{w, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{f, }\item[{double}]{xeval }\end{DoxyParamCaption})}
+
+
+
+Barycentric Lagrange interpolation.
+
+
+\begin{DoxyParams}[1]{Parameters}
+\mbox{\texttt{ in}} & {\em x} & Interpolation nodes \\
+\hline
+\mbox{\texttt{ in}} & {\em w} & Barycentric interpolation weights \\
+\hline
+\mbox{\texttt{ in}} & {\em f} & Function values at interpolation nodes \\
+\hline
+\mbox{\texttt{ in}} & {\em xeval} & Point at which to evaluate interpolated function\\
+\hline
+\end{DoxyParams}
+\begin{DoxyReturn}{Returns}
+Interpolated function value at xeval
+\end{DoxyReturn}
\mbox{\Hypertarget{namespacecppdlr_ace84f47b6cc94a562dfd5207791c27b0}\label{namespacecppdlr_ace84f47b6cc94a562dfd5207791c27b0}}
\index{cppdlr@{cppdlr}!build\_dlr\_rf@{build\_dlr\_rf}}
\index{build\_dlr\_rf@{build\_dlr\_rf}!cppdlr@{cppdlr}}
@@ -322,15 +354,15 @@
\begin{DoxyNote}{Note}
In case Boson and SYM options are selected, we enforce that omega = 0 is chosen as a DLR frequency. For an explanation, please see the \char`\"{}\+Symmetrized DLR grids\char`\"{} subsection in the \char`\"{}\+Background\char`\"{} section of the documentation.
\end{DoxyNote}
-\mbox{\Hypertarget{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}\label{namespacecppdlr_a04d66881c7086a1f6fc2452f10bc9bc0}}
+\mbox{\Hypertarget{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}\label{namespacecppdlr_afa672c293b0b90ab5045fbb091a1ed57}}
\index{cppdlr@{cppdlr}!build\_it\_fine@{build\_it\_fine}}
\index{build\_it\_fine@{build\_it\_fine}!cppdlr@{cppdlr}}
\doxysubsubsection{\texorpdfstring{build\_it\_fine()}{build\_it\_fine()}}
-{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+it\+\_\+fine (\begin{DoxyParamCaption}\item[{\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&}]{fine }\end{DoxyParamCaption})}
+{\footnotesize\ttfamily std\+::tuple$<$ nda\+::vector$<$ double $>$, nda\+::vector$<$ double $>$ $>$ cppdlr\+::build\+\_\+it\+\_\+fine (\begin{DoxyParamCaption}\item[{\mbox{\hyperlink{classcppdlr_1_1fineparams}{fineparams}} \&}]{fine }\end{DoxyParamCaption})}
-Get fine composite Chebyshev grid in imaginary time.
+Get fine composite Legendre grid in imaginary time and corresponding square root quadrature weights.
\begin{DoxyParams}[1]{Parameters}
@@ -338,7 +370,7 @@
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
-Fine imaginary time grid
+Tuple containing fine imaginary time grid and corresponding square root quadrature weights
\end{DoxyReturn}
\begin{DoxyNote}{Note}
Fine imaginary time grid is given in relative format
@@ -368,7 +400,7 @@
\mbox{\Hypertarget{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}\label{namespacecppdlr_ab471fd1439bcd11be6bc10de9703138a}}
\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
-\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [1/3]}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [1/5]}}
{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{double}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{om }\end{DoxyParamCaption})}
@@ -388,7 +420,7 @@
\mbox{\Hypertarget{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}\label{namespacecppdlr_ad4b931a8f12802eee8e74307c655ca85}}
\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
-\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [2/3]}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [2/5]}}
{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{double}]{om }\end{DoxyParamCaption})}
@@ -408,7 +440,7 @@
\mbox{\Hypertarget{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}\label{namespacecppdlr_a38c50dbbe81c1821676393f8584fb3f6}}
\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
-\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [3/3]}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [3/5]}}
{\footnotesize\ttfamily nda\+::matrix$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{om }\end{DoxyParamCaption})}
@@ -425,6 +457,50 @@
\begin{DoxyReturn}{Returns}
Discretization of analytic continuation kernel on given grid
\end{DoxyReturn}
+\mbox{\Hypertarget{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}\label{namespacecppdlr_a45377bb09b54d66487cf379b1a6037de}}
+\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
+\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [4/5]}}
+{\footnotesize\ttfamily nda\+::vector$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{w, }\item[{double}]{om }\end{DoxyParamCaption})}
+
+
+
+Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting.
+
+
+\begin{DoxyParams}[1]{Parameters}
+\mbox{\texttt{ in}} & {\em t} & Imaginary time grid in relative format \\
+\hline
+\mbox{\texttt{ in}} & {\em w} & Square root quadrature weights \\
+\hline
+\mbox{\texttt{ in}} & {\em om} & Frequency real grid\\
+\hline
+\end{DoxyParams}
+\begin{DoxyReturn}{Returns}
+Discretization of analytic continuation kernel on given grid
+\end{DoxyReturn}
+\mbox{\Hypertarget{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}\label{namespacecppdlr_ad6df2a0cc73644667ba77bf562a9e140}}
+\index{cppdlr@{cppdlr}!build\_k\_it@{build\_k\_it}}
+\index{build\_k\_it@{build\_k\_it}!cppdlr@{cppdlr}}
+\doxysubsubsection{\texorpdfstring{build\_k\_it()}{build\_k\_it()}\hspace{0.1cm}{\footnotesize\ttfamily [5/5]}}
+{\footnotesize\ttfamily nda\+::matrix$<$ double $>$ cppdlr\+::build\+\_\+k\+\_\+it (\begin{DoxyParamCaption}\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{t, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{w, }\item[{nda\+::vector\+\_\+const\+\_\+view$<$ double $>$}]{om }\end{DoxyParamCaption})}
+
+
+
+Get imaginary time discretization of analytic continuation kernel with L$^\wedge$2 weighting.
+
+
+\begin{DoxyParams}[1]{Parameters}
+\mbox{\texttt{ in}} & {\em t} & Imaginary time grid in relative format \\
+\hline
+\mbox{\texttt{ in}} & {\em w} & Square root quadrature weights \\
+\hline
+\mbox{\texttt{ in}} & {\em om} & Frequency real grid\\
+\hline
+\end{DoxyParams}
+\begin{DoxyReturn}{Returns}
+Discretization of analytic continuation kernel on given grid
+\end{DoxyReturn}
\mbox{\Hypertarget{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}\label{namespacecppdlr_a83cde5c4ed014eb53f7c16392a41733e}}
\index{cppdlr@{cppdlr}!build\_rf\_fine@{build\_rf\_fine}}
\index{build\_rf\_fine@{build\_rf\_fine}!cppdlr@{cppdlr}}
diff --git a/docs/main/doxygen/latex/refman.tex b/docs/main/doxygen/latex/refman.tex
index d4d8fd3..0720df2 100644
--- a/docs/main/doxygen/latex/refman.tex
+++ b/docs/main/doxygen/latex/refman.tex
@@ -181,6 +181,7 @@ \chapter{Namespace Documentation}
\input{namespacecppdlr}
\chapter{Class Documentation}
\input{classcppdlr_1_1barycheb}
+\input{classcppdlr_1_1baryleg}
\input{classdyson__it}
\input{classcppdlr_1_1fineparams}
\input{classcppdlr_1_1imfreq__ops}
diff --git a/docs/main/doxygen/latex/utils_8cpp.tex b/docs/main/doxygen/latex/utils_8cpp.tex
index fbbfe90..d492eb8 100644
--- a/docs/main/doxygen/latex/utils_8cpp.tex
+++ b/docs/main/doxygen/latex/utils_8cpp.tex
@@ -11,6 +11,8 @@
\doxysubsection*{Functions}
\begin{DoxyCompactItemize}
\item
+double \mbox{\hyperlink{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}{cppdlr\+::baryinterp}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f, double xeval)
+\begin{DoxyCompactList}\small\item\em Barycentric Lagrange interpolation. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a2d46bf12944fe36c90343df67e2d783b}{cppdlr\+::eqptsrel}} (int n)
\begin{DoxyCompactList}\small\item\em Get grid of equispaced points on \mbox{[}0,1\mbox{]} in relative time format. \end{DoxyCompactList}\item
nda\+::vector$<$ double $>$ \mbox{\hyperlink{namespacecppdlr_a3b1ccba6393dfc517757677a13ad2553}{cppdlr\+::rel2abs}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ t)
diff --git a/docs/main/doxygen/latex/utils_8hpp.tex b/docs/main/doxygen/latex/utils_8hpp.tex
index 5193724..c9a61d0 100644
--- a/docs/main/doxygen/latex/utils_8hpp.tex
+++ b/docs/main/doxygen/latex/utils_8hpp.tex
@@ -8,6 +8,8 @@
\item
class \mbox{\hyperlink{classcppdlr_1_1barycheb}{cppdlr\+::barycheb}}
\item
+class \mbox{\hyperlink{classcppdlr_1_1baryleg}{cppdlr\+::baryleg}}
+\item
struct \mbox{\hyperlink{structcppdlr_1_1make__common__helper}{cppdlr\+::make\+\_\+common\+\_\+helper$<$ T, S1, S2 $>$}}
\begin{DoxyCompactList}\small\item\em Get type of given nda Memory\+Array with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) \end{DoxyCompactList}\end{DoxyCompactItemize}
\doxysubsection*{Namespaces}
@@ -27,6 +29,8 @@
\doxysubsection*{Functions}
\begin{DoxyCompactItemize}
\item
+double \mbox{\hyperlink{namespacecppdlr_aa355c3aaf829296d7e5869eff98fedd1}{cppdlr\+::baryinterp}} (nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ x, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ w, nda\+::vector\+\_\+const\+\_\+view$<$ double $>$ f, double xeval)
+\begin{DoxyCompactList}\small\item\em Barycentric Lagrange interpolation. \end{DoxyCompactList}\item
{\footnotesize template$<$nda\+::\+Memory\+Array\+Of\+Rank$<$ 2 $>$ T, nda\+::\+Scalar S = get\+\_\+value\+\_\+t$<$\+T$>$$>$ }\\std\+::tuple$<$ typename T\+::regular\+\_\+type, nda\+::vector$<$ double $>$, nda\+::vector$<$ int $>$ $>$ \mbox{\hyperlink{namespacecppdlr_ac02cc711894b431452f59f40e6f17dac}{cppdlr\+::pivrgs}} (T const \&a, double eps)
\begin{DoxyCompactList}\small\item\em Rank-\/revealing pivoted reorthogonalized Gram-\/\+Schmidt. \end{DoxyCompactList}\item
{\footnotesize template$<$nda\+::\+Memory\+Array\+Of\+Rank$<$ 2 $>$ T, nda\+::\+Scalar S = get\+\_\+value\+\_\+t$<$\+T$>$$>$ }\\std\+::tuple$<$ typename T\+::regular\+\_\+type, nda\+::vector$<$ double $>$, nda\+::vector$<$ int $>$ $>$ \mbox{\hyperlink{namespacecppdlr_a65790598f458616dbc7fc84ab3cfe02c}{cppdlr\+::pivrgs\+\_\+sym}} (T const \&a, double eps)
diff --git a/docs/main/searchindex.js b/docs/main/searchindex.js
index 752ebad..7abbbdd 100644
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\ No newline at end of file
a and b
+
+
+
| double cppdlr::baryinterp | +( | +nda::vector_const_view< double > | +x, | +
| + | + | nda::vector_const_view< double > | +w, | +
| + | + | nda::vector_const_view< double > | +f, | +
| + | + | double | +xeval | +
| + | ) | ++ |
+
+
Barycentric Lagrange interpolation.
+- Parameters
-
+
+
+[in] x Interpolation nodes [in] w Barycentric interpolation weights [in] f Function values at interpolation nodes [in] xeval Point at which to evaluate interpolated function
+
- Returns
- Interpolated function value at xeval
◆ build_it_fine()
+ +◆ build_it_fine()
Functions | |
| double | cppdlr::baryinterp (nda::vector_const_view< double > x, nda::vector_const_view< double > w, nda::vector_const_view< double > f, double xeval) |
| Barycentric Lagrange interpolation. More... | |
| nda::vector< double > | cppdlr::eqptsrel (int n) |
| Get grid of equispaced points on [0,1] in relative time format. More... | |
| class | cppdlr::barycheb |
| class | cppdlr::baryleg |
| struct | cppdlr::make_common_helper< T, S1, S2 > |
| Get type of given nda MemoryArray with scalar value type replaced by common type of two given types (real if both are real, complex otherwise) More... | |
Functions | |
| double | cppdlr::baryinterp (nda::vector_const_view< double > x, nda::vector_const_view< double > w, nda::vector_const_view< double > f, double xeval) |
| Barycentric Lagrange interpolation. More... | |
| template<nda::MemoryArrayOfRank< 2 > T, nda::Scalar S = get_value_t<T>> | |
| std::tuple< typename T::regular_type, nda::vector< double >, nda::vector< int > > | cppdlr::pivrgs (T const &a, double eps) |
| Rank-revealing pivoted reorthogonalized Gram-Schmidt. More... | |