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Articles Citing

Inchworm quasi Monte Carlo for quantum impurities

Hugo U. R. Strand1,2,*, Joseph Kleinhenz3, and Igor Krivenko4

  • *Contact author: hugo.strand@oru.se

Transient dynamical phase diagram of the spin-boson model at finite temperature

Olga Goulko, Hsing-Ta Chen, Moshe Goldstein, and Guy Cohen

Phys. Rev. B 113 115155 (2026)

Accelerated inchworm method with tensor-train bath influence functional

Geshuo Wang, Yixiao Sun, Siyao Yang, and Zhenning Cai

Computer Physics Communications 325 110164 (2026)

Automated evaluation of imaginary time strong coupling diagrams by sum-of-exponentials hybridization fitting

Zhen Huang, Denis Golez, Hugo U. R. Strand, and Jason Kaye

SciPost Phys. 19 121 (2025)

Toward Numerically Exact Computation of Conductivity in the Thermodynamic Limit of Interacting Lattice Models

Jeremija Kovačević, Michel Ferrero, and Jakša Vučičević

Phys. Rev. Lett. 135 016502 (2025)

Inchworm tensor train hybridization expansion quantum impurity solver

Yang Yu, André Erpenbeck, Dominika Zgid, Guy Cohen, Olivier Parcollet, and Emanuel Gull

Phys. Rev. B 112 085120 (2025)

Steady-state properties of multi-orbital systems using quantum Monte Carlo

A. Erpenbeck, T. Blommel, L. Zhang, W.-T. Lin, G. Cohen, and E. Gull

The Journal of Chemical Physics 161 094104 (2024)

Nonequilibrium steady state full counting statistics in the noncrossing approximation

Ido Zemach, André Erpenbeck, Emanuel Gull, and Guy Cohen

The Journal of Chemical Physics 161 164113 (2024)

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