Container for all results accumulated by the simulation.
Definition at line 31 of file container_set.hpp.
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std::optional< G_tau_G_target_t > | asymmetry_G_tau |
| | Violation of the property \( G_{ij}(\tau) = G_{ji}^*(\tau) \) after the measurement.
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std::optional< G2_iw_t > | G2_iw |
| | Two-particle Green's function \( G^{(2)}(i\nu,i\nu',i\nu'') \) with three fermionic frequencies.
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std::optional< G2_iw_t > | G2_iw_nfft |
| | Two-particle Green's function \( G^{(2)}(i\nu,i\nu',i\nu'') \) with three fermionic frequencies.
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std::optional< G2_iw_t > | G2_iw_ph |
| | Two-particle Green's function \( G^{(2)}(i\omega,i\nu,i\nu') \) in the particle-hole channel.
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std::optional< G2_iw_t > | G2_iw_ph_nfft |
| | Two-particle Green's function \( G^{(2)}(i\omega,i\nu,i\nu') \) in the particle-hole channel.
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std::optional< G2_iw_t > | G2_iw_pp |
| | Two-particle Green's function \( G^{(2)}(i\omega,i\nu,i\nu') \) in the particle-particle channel.
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std::optional< G2_iw_t > | G2_iw_pp_nfft |
| | Two-particle Green's function \( G^{(2)}(i\omega,i\nu,i\nu') \) in the particle-particle channel.
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std::optional< G2_iwll_t > | G2_iwll_ph |
| | Two-particle Green's function \( G^{(2)}(i\omega,l,l') \) in the particle-hole channel.
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std::optional< G2_iwll_t > | G2_iwll_pp |
| | Two-particle Green's function \( G^{(2)}(i\omega,l,l') \) in the particle-particle channel.
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std::optional< G2_tau_t > | G2_tau |
| | Two-particle Green's function \( G^{(2)}(\tau_1,\tau_2,\tau_3) \) with three fermionic times.
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std::optional< G_l_t > | G_l |
| | Single-particle Green's function \( G_l \) in the Legendre representation.
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std::optional< G_tau_t > | G_tau |
| | Single-particle Green's function \( G(\tau) \) in imaginary time.
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std::optional< G_tau_G_target_t > | G_tau_accum |
| | Intermediate Green's function used to accumulate \( G(\tau) \) (real or complex).
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std::optional< gf< imtime, scalar_valued > > | O_tau |
| | General operator Green's function \( O(\tau) \) in imaginary time.
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std::optional< histo_map_t > | perturbation_order |
| | Histograms of the perturbation order for each block.
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std::optional< histogram > | perturbation_order_total |
| | Histogram of the total perturbation order.
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