triqs_ctint.solver_core.SolverCore

class triqs_ctint.solver_core.SolverCore

The Solver class

Attributes:

D0_iw: Dynamic density-density interaction in Matsubara frequencies
F_iw: The two-particle vertex function in purely fermionic notation (iw1, iw2, iw3)
Fph_iw: The two-particle vertex function in the ph channel
Fpp_iw: The two-particle vertex function in the pp channel
G0_iw: Noninteracting Green Function in Matsubara frequencies
G0_shift_iw: The shifted noninteracting Green Function in Matsubara frequencies
G0_shift_tau: The shifted noninteracting Green Function in imaginary time
G2_iw: The two-particle Green function
G2c_iw: The connected part of the two-particle Green function
G2ph_iw: The two-particle Green function (ph channel)
G2phc_iw: The connected part of the two-particle Green function (ph channel)
G2pp_iw: The two-particle Green function (pp channel)
G2ppc_iw: The connected part of the two-particle Green function (pp channel)
G_iw: Greens function in Matsubara frequencies (Eq.
Jperp_iw: Dynamic spin-spin interaction in Matsubara frequencies
M3ph_delta: Equal-time peak in M3ph_tau
M3ph_iw: Building block for the fermion boson vertex (ph channel) in Matsubara frequencies
M3ph_iw_nfft: Building block for the fermion boson vertex (ph channel) in Matsubara frequencies using NFFT
M3ph_tau: Building block for the fermion boson vertex (ph channel) in imaginary time
M3pp_delta: Equal-time peak in M3pp_tau
M3pp_iw: Building block for the fermion boson vertex (pp channel) in Matsubara frequencies
M3pp_iw_nfft: Building block for the fermion boson vertex (pp channel) in Matsubara frequencies using NFFT
M3pp_tau: Building block for the fermion boson vertex (pp channel) in imaginary time
M3xph_delta: Equal-time peak in M3ph_tau
M3xph_iw: Building block for the fermion boson vertex (xph channel) in Matsubara frequencies
M3xph_tau: Building block for the fermion boson vertex (xph channel) in imaginary time
M4_iw: Building block for the full vertex function measured directly in Matsubara frequencies using NFFT
M4ph_iw: Building block for the full vertex function (ph channel) measured directly in Matsubara frequencies using NFFT
M4pp_iw: Building block for the full vertex function (pp channel) measured directly in Matsubara frequencies using NFFT
M_hartree: Hartree-term of M_tau
M_iw: The Fourier-transform of M_tau.
M_iw_nfft: Same as M_tau, but measured directly in Matsubara frequencies using NFFT
M_tau: Building block for the Green function in imaginary time (Eq.
Sigma_iw: Self-energy in Matsubara frequencies.
auto_corr_time: Auto-correlation time
average_k: Average perturbation order
average_sign: Average sign of the CTINT
chi2ph_conn_tau_from_M3: M2 in the particle-hole channel in imaginary time as obtained from M3
chi2ph_iw: The equal time correlator $chi_2$ in the particle-hole channel in Matsubara frequencies
chi2ph_iw_from_M3: The equal time correlator $chi_2$ in the particle-hole channel in imaginary frequencies as obtained from M3ph_tau
chi2ph_tau: The equal time correlator $chi_2$ in the particle-hole channel in imaginary times as obtained by operator insertion
chi2ph_tau_from_M3: The equal time correlator $chi_2$ in the particle-hole channel in imaginary times as obtained from M3ph_tau
chi2pp_conn_tau_from_M3: M2 in the particle-particle channel in imaginary time as obtained from M3
chi2pp_iw: The equal time correlator $chi_2$ in the particle-particle channel in Matsubara frequencies
chi2pp_iw_from_M3: The equal time correlator $chi_2$ in the particle-particle channel in imaginary frequencies as obtained from M3pp_tau
chi2pp_tau: The equal time correlator $chi_2$ in the particle-particle channel in imaginary times as obtained by operator insertion
chi2pp_tau_from_M3: The equal time correlator $chi_2$ in the particle-particle channel in imaginary times as obtained from M3pp_tau
chi2xph_conn_tau_from_M3: M2 in the particle-hole-cross channel in imaginary time as obtained from M3
chi2xph_iw_from_M3: The equal time correlator $chi_2$ in the particle-hole-cross channel in imaginary frequencies as obtained from M3ph_tau
chi2xph_tau_from_M3: The equal time correlator $chi_2$ in the particle-hole-cross channel in imaginary times as obtained from M3ph_tau
chi3ph_iw: The equal time correlator $chi_3$ in the particle-hole channel in Matsubara frequencies
chi3ph_iw_nfft: The equal time correlator $chi_3$ in the particle-hole channel in Matsubara frequencies as obtained by the NFFT $M_3$ measurement
chi3pp_iw: The equal time correlator $chi_3$ in the particle-particle channel in Matsubara frequencies
chi3pp_iw_nfft: The equal time correlator $chi_3$ in the particle-particle channel in Matsubara frequencies as obtained by the NFFT $M_3$ measurement
chi3xph_iw: The equal time correlator $chi_3$ in the particle-hole-cross channel in Matsubara frequencies
chiAB_iw: The correlation function $chi_AB$ in imaginary frequencies
chiAB_tau: The correlation function $chi_AB$ in imaginary times
constr_params
density: The density matrix (measured by operator insertion)
histogram: Average perturbation order distribution
last_solve_params

Methods

`hdf5_format`	Signature : () -> str
`post_process`	Signature : () -> None
`solve`	Solve method that performs CTINT calculation

Methods

`__init__`(args, *kwargs)
`hdf5_format`	Signature : () -> str
`post_process`	Signature : () -> None
`solve`	Solve method that performs CTINT calculation

Attributes

`D0_iw`	Dynamic density-density interaction in Matsubara frequencies
`F_iw`	The two-particle vertex function in purely fermionic notation (iw1, iw2, iw3)
`Fph_iw`	The two-particle vertex function in the ph channel
`Fpp_iw`	The two-particle vertex function in the pp channel
`G0_iw`	Noninteracting Green Function in Matsubara frequencies
`G0_shift_iw`	The shifted noninteracting Green Function in Matsubara frequencies
`G0_shift_tau`	The shifted noninteracting Green Function in imaginary time
`G2_iw`	The two-particle Green function
`G2c_iw`	The connected part of the two-particle Green function
`G2ph_iw`	The two-particle Green function (ph channel)
`G2phc_iw`	The connected part of the two-particle Green function (ph channel)
`G2pp_iw`	The two-particle Green function (pp channel)
`G2ppc_iw`	The connected part of the two-particle Green function (pp channel)
`G_iw`	Greens function in Matsubara frequencies (Eq.
`Jperp_iw`	Dynamic spin-spin interaction in Matsubara frequencies
`M3ph_delta`	Equal-time peak in M3ph_tau
`M3ph_iw`	Building block for the fermion boson vertex (ph channel) in Matsubara frequencies
`M3ph_iw_nfft`	Building block for the fermion boson vertex (ph channel) in Matsubara frequencies using NFFT
`M3ph_tau`	Building block for the fermion boson vertex (ph channel) in imaginary time
`M3pp_delta`	Equal-time peak in M3pp_tau
`M3pp_iw`	Building block for the fermion boson vertex (pp channel) in Matsubara frequencies
`M3pp_iw_nfft`	Building block for the fermion boson vertex (pp channel) in Matsubara frequencies using NFFT
`M3pp_tau`	Building block for the fermion boson vertex (pp channel) in imaginary time
`M3xph_delta`	Equal-time peak in M3ph_tau
`M3xph_iw`	Building block for the fermion boson vertex (xph channel) in Matsubara frequencies
`M3xph_tau`	Building block for the fermion boson vertex (xph channel) in imaginary time
`M4_iw`	Building block for the full vertex function measured directly in Matsubara frequencies using NFFT
`M4ph_iw`	Building block for the full vertex function (ph channel) measured directly in Matsubara frequencies using NFFT
`M4pp_iw`	Building block for the full vertex function (pp channel) measured directly in Matsubara frequencies using NFFT
`M_hartree`	Hartree-term of M_tau
`M_iw`	The Fourier-transform of M_tau.
`M_iw_nfft`	Same as M_tau, but measured directly in Matsubara frequencies using NFFT
`M_tau`	Building block for the Green function in imaginary time (Eq.
`Sigma_iw`	Self-energy in Matsubara frequencies.
`auto_corr_time`	Auto-correlation time
`average_k`	Average perturbation order
`average_sign`	Average sign of the CTINT
`chi2ph_conn_tau_from_M3`	M2 in the particle-hole channel in imaginary time as obtained from M3
`chi2ph_iw`	The equal time correlator $chi_2$ in the particle-hole channel in Matsubara frequencies
`chi2ph_iw_from_M3`	The equal time correlator $chi_2$ in the particle-hole channel in imaginary frequencies as obtained from M3ph_tau
`chi2ph_tau`	The equal time correlator $chi_2$ in the particle-hole channel in imaginary times as obtained by operator insertion
`chi2ph_tau_from_M3`	The equal time correlator $chi_2$ in the particle-hole channel in imaginary times as obtained from M3ph_tau
`chi2pp_conn_tau_from_M3`	M2 in the particle-particle channel in imaginary time as obtained from M3
`chi2pp_iw`	The equal time correlator $chi_2$ in the particle-particle channel in Matsubara frequencies
`chi2pp_iw_from_M3`	The equal time correlator $chi_2$ in the particle-particle channel in imaginary frequencies as obtained from M3pp_tau
`chi2pp_tau`	The equal time correlator $chi_2$ in the particle-particle channel in imaginary times as obtained by operator insertion
`chi2pp_tau_from_M3`	The equal time correlator $chi_2$ in the particle-particle channel in imaginary times as obtained from M3pp_tau
`chi2xph_conn_tau_from_M3`	M2 in the particle-hole-cross channel in imaginary time as obtained from M3
`chi2xph_iw_from_M3`	The equal time correlator $chi_2$ in the particle-hole-cross channel in imaginary frequencies as obtained from M3ph_tau
`chi2xph_tau_from_M3`	The equal time correlator $chi_2$ in the particle-hole-cross channel in imaginary times as obtained from M3ph_tau
`chi3ph_iw`	The equal time correlator $chi_3$ in the particle-hole channel in Matsubara frequencies
`chi3ph_iw_nfft`	The equal time correlator $chi_3$ in the particle-hole channel in Matsubara frequencies as obtained by the NFFT $M_3$ measurement
`chi3pp_iw`	The equal time correlator $chi_3$ in the particle-particle channel in Matsubara frequencies
`chi3pp_iw_nfft`	The equal time correlator $chi_3$ in the particle-particle channel in Matsubara frequencies as obtained by the NFFT $M_3$ measurement
`chi3xph_iw`	The equal time correlator $chi_3$ in the particle-hole-cross channel in Matsubara frequencies
`chiAB_iw`	The correlation function $chi_AB$ in imaginary frequencies
`chiAB_tau`	The correlation function $chi_AB$ in imaginary times
`constr_params`
`density`	The density matrix (measured by operator insertion)
`histogram`	Average perturbation order distribution
`last_solve_params`