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b7be1ea2..fc16351a 100644 Binary files a/_images/util-1.png and b/_images/util-1.png differ diff --git a/_images/util-2.png b/_images/util-2.png index 75f358c7..2dfc4a43 100644 Binary files a/_images/util-2.png and b/_images/util-2.png differ diff --git a/_parse_plugins/plugins.db b/_parse_plugins/plugins.db index d862b5b3..c50bd93b 100644 Binary files a/_parse_plugins/plugins.db and b/_parse_plugins/plugins.db differ diff --git a/api/abc.html b/api/abc.html index c57e2968..af8d9b25 100644 --- a/api/abc.html +++ b/api/abc.html @@ -2286,12 +2286,12 @@

pyxu.abc.solver<
Returns:

Return type:
-

tuple[dict[str, Real | NDArray | None], ndarray | None]

+

tuple[dict[str, Real | NDArray | None], ndarray | None]

Notes

diff --git a/api/info.deps.html b/api/info.deps.html index c0ae2cf1..540f41e0 100644 --- a/api/info.deps.html +++ b/api/info.deps.html @@ -580,7 +580,7 @@

Python module associated to an array backend.

Parameters:
-

linalg (bool) – Return the linear-algebra submodule with identical API to numpy.linalg.

+

linalg (bool) – Return the linear-algebra submodule with identical API to numpy.linalg.

Return type:

ModuleType

diff --git a/api/operator/linop.html b/api/operator/linop.html index 422a563d..438896d8 100644 --- a/api/operator/linop.html +++ b/api/operator/linop.html @@ -818,7 +818,7 @@

Basic Operators<

  • tuple[str, …]: pad dimension[k] using mode[k].

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

    @@ -1522,7 +1522,7 @@

    Stencils & Convo

  • tuple[str, …]: dimension[k] uses mode[k] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • enable_warnings (bool) – If True, emit a warning in case of precision mis-match issues.

    • @@ -1785,7 +1785,7 @@

    Stencils & Convo

  • tuple[str, …]: dimension[k] uses mode[k] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • enable_warnings (bool) – If True, emit a warning in case of precision mis-match issues.

  • kwargs (dict) – Extra kwargs forwarded to FFT.

    • @@ -1906,7 +1906,7 @@

    Filters

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • gpu (bool) – Input NDArray type (True for GPU, False for CPU). Defaults to False.

  • dtype (DType) – Working precision of the linear operator.

    • @@ -2024,7 +2024,7 @@

    Filters

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • sampling (Real, list[Real]) – Sampling step (i.e. distance between two consecutive elements of an array). Defaults to 1.

    • @@ -2079,7 +2079,7 @@

    Filters

    mode (str | Sequence[str])

  • sampling (Real | Sequence[Real, ...])

  • gpu (bool)

    • -

  • dtype (dtype[Any] | None | type[Any] | _SupportsDType[dtype[Any]] | str | tuple[Any, int] | tuple[Any, SupportsIndex | Sequence[SupportsIndex]] | list[Any] | _DTypeDict | tuple[Any, Any])

    • +

  • dtype (dtype[Any] | None | type[Any] | _SupportsDType[dtype[Any]] | str | tuple[Any, int] | tuple[Any, SupportsIndex | Sequence[SupportsIndex]] | list[Any] | _DTypeDict | tuple[Any, Any])

    • @@ -2113,7 +2113,7 @@

    Filters

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • sampling (Real, list[Real]) – Sampling step (i.e. distance between two consecutive elements of an array). Defaults to 1.

    • @@ -2190,7 +2190,7 @@

    Filters

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • sampling (Real, list[Real]) – Sampling step (i.e. distance between two consecutive elements of an array). Defaults to 1.

    • @@ -2267,7 +2267,7 @@

    Filters

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • sampling (Real, list[Real]) – Sampling step (i.e. distance between two consecutive elements of an array). Defaults to 1.

    • @@ -2344,7 +2344,7 @@

    Filters

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • sampling (Real, list[Real]) – Sampling step (i.e. distance between two consecutive elements of an array). Defaults to 1.

    • @@ -2534,7 +2534,7 @@

    Remark#

    mode (str | Sequence[str])

  • sampling (Real | tuple[Real, ...])

  • gpu (bool)

    • -

  • dtype (dtype[Any] | None | type[Any] | _SupportsDType[dtype[Any]] | str | tuple[Any, int] | tuple[Any, SupportsIndex | Sequence[SupportsIndex]] | list[Any] | _DTypeDict | tuple[Any, Any])

    • +

  • dtype (dtype[Any] | None | type[Any] | _SupportsDType[dtype[Any]] | str | tuple[Any, int] | tuple[Any, SupportsIndex | Sequence[SupportsIndex]] | list[Any] | _DTypeDict | tuple[Any, Any])

  • parallel (bool)

    • @@ -2623,7 +2623,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • gpu (bool) – Input NDArray type (True for GPU, False for CPU). Defaults to False.

    • @@ -2805,7 +2805,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • gpu (bool) – Input NDArray type (True for GPU, False for CPU). Defaults to False.

    • @@ -2954,7 +2954,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • gpu (bool) – Input NDArray type (True for GPU, False for CPU). Defaults to False.

    • @@ -3068,7 +3068,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • gpu (bool) – Input NDArray type (True for GPU, False for CPU). Defaults to False.

    • @@ -3168,7 +3168,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • gpu (bool) – Input NDArray type (True for GPU, False for CPU). Defaults to False.

    • @@ -3291,7 +3291,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • gpu (bool) – Input NDArray type (True for GPU, False for CPU). Defaults to False.

    • @@ -3400,7 +3400,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • gpu (bool) – Input NDArray type (True for GPU, False for CPU). Defaults to False.

    • @@ -3543,7 +3543,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • diff_kwargs (dict) – Keyword arguments to parametrize partial derivatives (see finite_difference() and @@ -3645,7 +3645,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • diff_kwargs (dict) – Keyword arguments to parametrize partial derivatives (see finite_difference() and @@ -3762,7 +3762,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • diff_kwargs (dict) – Keyword arguments to parametrize partial derivatives (see finite_difference() and @@ -3877,7 +3877,7 @@

    Derivatives

  • tuple[str, …]: the d-th dimension uses mode[d] as boundary condition.

    • -

    (See numpy.pad() for details.)

    +

    (See numpy.pad() for details.)

  • diff_kwargs (dict) – Keyword arguments to parametrize partial derivatives (see finite_difference() and diff --git a/guide/diff_ops.html b/guide/diff_ops.html index ce616c2b..97e9e8f0 100644 --- a/guide/diff_ops.html +++ b/guide/diff_ops.html @@ -292,7 +292,7 @@

    Partial Derivatives \[\mathbf{D} f [n] = f[n+1] - f[n]\]

    As we will see below, this is the forward finite difference approximation. This could be implemented in matrix-form, in which case it would look like this:

    -

    58db3874bfe6456ca71d2b084382c6d3

    +

    a5dbce7a75d64c1b9b90e5bb203304a3

    Or, it could be instead implemented via a for loop, in which the case of large input signals, would not require storing a large matrix:

    [1]:
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