triqs_cthyb.solver.Solver
- class triqs_cthyb.solver.Solver(beta, gf_struct, n_iw=1025, n_tau=10001, n_l=30, delta_interface=False)[source]
Methods
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Initialise the solver. |
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Solve the impurity problem for a given G0_iw. |
Attributes
\(G_0^{-1}(i\omega_n = \infty)\) in Matsubara Frequency. |
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\(\Delta(\tau)\) in imaginary time. |
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\(G_0(i\omega)\) in imaginary frequencies. |
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Two-particle Green's function \(G^{(2)}(i\nu,i\nu',i\nu'')\) (three Fermionic frequencies) |
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Two-particle Green's function \(G^{(2)}(i\nu,i\nu',i\nu'')\) (three Fermionic frequencies) |
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Two-particle Green's function \(G^{(2)}(i\omega,i\nu,i\nu')\) in the ph-channel (one bosonic matsubara and two fermionic) |
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Two-particle Green's function \(G^{(2)}(i\omega,i\nu,i\nu')\) in the ph-channel (one bosonic matsubara and two fermionic) |
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Two-particle Green's function \(G^{(2)}(i\omega,i\nu,i\nu')\) in the pp-channel (one bosonic matsubara and two fermionic) |
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Two-particle Green's function \(G^{(2)}(i\omega,i\nu,i\nu')\) in the pp-channel (one bosonic matsubara and two fermionic) |
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Two-particle Green's function \(G^{(2)}(i\omega,l,l')\) in the ph-channel (one bosonic matsubara and two legendre) |
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Two-particle Green's function \(G^{(2)}(i\omega,l,l')\) in the pp-channel (one bosonic matsubara and two legendre) |
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Two-particle Green's function \(G^{(2)}(\tau_1,\tau_2,\tau_3)\) (three Fermionic imaginary times) |
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Single-particle Green's function \(G_l\) in Legendre polynomial representation. |
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Single-particle Green's function \(G(\tau)\) in imaginary time. |
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Intermediate Green's function to accumulate g(tau), either real or complex |
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General operator Green's function \(O(\tau)\) in imaginary time. |
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Violation of the fundamental Green function property G(tau)[i,j] = G(tau)*[j,i] after the measurement |
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Auto-correlation time |
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Average perturbation order |
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Monte Carlo average sign. |
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construction parameter list |
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Accumulated density matrix. |
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The local Hamiltonian of the problem: \(H_{loc}\) used in the last call to |
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The noninteracting part of the local Hamiltonian. |
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Diagonalization of \(H_{loc}\). |
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cthyb compiled with support for complex hybridization? |
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Set of parameters used in the construction of the |
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Set of parameters used in the last call to |
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cthyb compiled with support for complex local Hamiltonian? |
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Histograms related to the performance analysis. |
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Histograms of the perturbation order for each block |
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Histogram of the total perturbation order |
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solve parameter list |
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status of the |