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Output data format
- Single-particle Green's function
- Equal-time single-particle Green's function
- Two-particle Green's function
- Two-time two-particle Green's function
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Coefficients of Legendre polynomials: G_{ij}(l)
Path: /G1_LEGENDRE
The indices are (i, j, l, real[0] or imaginary part[1]). Here, i and j are flavors and l is the index of the polynomials. -
Imaginary-time data
Path: /gtau/data
The indices are (t, i, j, real[0] or imaginary part[1]). Here, i and j are flavors and t is the index of imaginary time points. The index t runs from 0 to ntau, which correspond to tau=0 and tau=beta, respectively. -
Matsubara-frequency data
Path: /gf/data
The indices are (m, i, j, real[0] or imaginary part[1]). Here, i and j are flavors and m is the index of positive Matsubara frequencies.
Path: /EQUAL_TIME_G1
The indices are i and j, where i is the index of the creation operator and j is that of the annihilation operator.
See the paper for the definition of the equal-time single-particle Green's function.
The creation operator is on the left-hand side in the braket.
- Mixed-basis data
Path: /G2_LEGENDRE
The indices are (i, j, k, l, il, il2, m), where i, j, k, l are flavors and il and i2 are the indices of Legendre polynomials. m is the index of (non-negative) bosonic frequencies.
/TWO_TIME_G2_LEGENDRE