triqs_ctseg.solver_core.SolverCore

class triqs_ctseg.solver_core.SolverCore

Main solver class

Worker which runs the quantum Monte-Carlo simulation.

Methods

__init__(*args, **kwargs)
sanity_check	Signature : (triqs_ctseg::solve_params_t p, int n_w, int n_w_b) -> None
solve	solve method: starts the Metropolis algorithm

Attributes

D0_iw	Density-density retarded interactions $mathcal{D}^{sigmasigma'}_{0,ab}(iOmega)$
Delta_tau	Hybridization function $Delta^sigma_{ab}(tau)$
F_2w	3-point improved estimator (see [[measure_g2w]])
F_3w	4-point improved estimator (see [[measure_g3w]])
F_iw	Improved estimator function $F^sigma_{ab}(iomega)$ (see [[measure_gw]])
F_l	Improved estimator function in Legendre basis $G^sigma_{ab}(n)$ (see [[measure_gl]])
F_tau	Improved estimator function $F^sigma_{ab}(tau)$ (see [[measure_gt]])
G0_iw	Weiss field $mathcal{G}^{sigma}_{0,ab}(iomega)$
G_2w	3-point correlation function $chi^{sigmasigma'}_{abc}(iomega,iOmega)$ (see [[measure_g2w]])
G_3w	4-point correlation function $chi^{sigmasigma'}_{abcd}(iomega,iomega',iOmega)$ (see [[measure_g3w]])
G_iw	Impurity Green's function $G^sigma_{ab}(iomega)$ (see [[measure_gw]])
G_l	Impurity Green's function in Legendre basis $G^sigma_{ab}(n)$ (see [[measure_gl]])
G_tau	Impurity Green's function $G^sigma_{ab}(tau)$ (see [[measure_gt]])
Jperp_iw	Dynamical spin-spin interaction, perpendicual components: $mathcal{J}_perp(iOmega)$
Jperp_tau	Dynamical spin-spin interactions $mathcal{J}_perp(tau)$
K_tau	Dynamical kernel $K(tau)$
Kperpprime_tau	Derivative of the dynamical kernel $partial_tau K_perp(tau)$
Kprime_tau	Derivative of the dynamical kernel $partial_tau K(tau)$
Sigma_iw	Impurity self-energy $Sigma^sigma_{ab}(iomega)$ (see [[measure_gw]])
average_sign	Monte Carlo sign
chipm_tau	Spin spin correlation function $langle s_+(tau) s_-(0)rangle$ (see [[measure_chipmt]])
constr_params
histogram	histogram of hybridization perturbation order (see [[measure_hist]])
histogram_composite	histogram of $mathcal{J}_perp$ perturbation order (see [[measure_hist_composite]])
last_solve_params
nn	density-density static correlation $langle n^sigma_a n^{sigma'}_b rangle$ (see [[measure_nn]])
nn_iw	Density-density correlation function $mathrm{FT}left[langle n^sigma_{a}(tau) n^{sigma'}_{b}(0)rangleright]$ (see [[measure_nnw]])
nn_tau	Density-density correlation function $langle n^sigma_{a}(tau) n^{sigma'}_{b}(0)rangle$ (see [[measure_nnt]])
percent_done
state_histogram	histogram of the boundary states of the trace (see [[measure_statehist]])