CT-INT (Continuous-Time Interaction Expansion) is a quantum Monte Carlo algorithm for solving impurity problems, implemented in several DMFT software packages. Unlike CT-HYB which expands in the hybridization, CT-INT expands in the inter…
CT-INT (Continuous-Time Interaction Expansion) is a quantum Monte Carlo algorithm for solving impurity problems, implemented in several DMFT software packages. Unlike CT-HYB which expands in the hybridization, CT-INT expands in the interaction term. Multiple implementations exist including ALPSCore/CT-INT, w2dynamics, iQIST, and ComCTQMC.
CT-INT (Continuous-Time Interaction Expansion) is a quantum Monte Carlo algorithm for solving impurity problems, implemented in several DMFT software packages. Unlike CT-HYB which expands in the hybridization, CT-INT expands in the interaction term. Multiple implementations exist including ALPSCore/CT-INT, w2dynamics, iQIST, and ComCTQMC.
Scientific domain: Quantum impurity solvers, DMFT, CTQMC algorithms
Target user community: Researchers performing DMFT calculations, especially at weak-to-intermediate coupling
Note: CT-INT is an ALGORITHM implemented in multiple codes:
Primary implementations:
General capabilities:
Sources: Master list notes: "VERIFIED - CT-INT solver (ComCTQMC)", multiple implementations
Depends on implementation: Each code has its own interface
Common inputs: Weiss function, interaction parameters, temperature Common outputs: Green's functions, self-energies, observables
| Algorithm | CT-INT | CT-HYB |
|---|---|---|
| Expansion Parameter | Interaction ($U$) | Hybridization ($\Delta$) |
| Best Regime | Weak Coupling | Strong Coupling |
| Complexity | $O(k^3)$ in perturbation order | $O(k^3)$ in perturbation order |
| Sign Problem | Can be severe at large $U$ | Generally better at large $U$ |
Primary sources:
Secondary sources:
Confidence: VERIFIED - Algorithm with multiple implementations
Verification status: ✅ VERIFIED as ALGORITHM