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The Journal of Chemical Physics|July 10, 2020
Finite-temperature many-body perturbation theory in the grand canonical ensembleSo Hirata, Punit K JhaPhysical Review. E|February 20, 2020
Grid-based diffusion Monte Carlo for fermions without the fixed-node approximationAlexander A Kunitsa, So HirataThe Journal of Chemical Physics|April 9, 2021
Stochastic evaluation of fourth-order many-body perturbation energiesAlexander E Doran, So HirataThe Journal of Chemical Physics|September 6, 2020
Convergence acceleration of Monte Carlo many-body perturbation methods by using many control variatesAlexander E Doran, So HirataThe Journal of Chemical Physics|September 17, 2015
Finite-temperature coupled-cluster, many-body perturbation, and restricted and unrestricted Hartree-Fock study on one-dimensional solids: Luttinger liquids, Peierls transitions, and spin- and charge-density wavesMatthew R Hermes, So HirataThe Journal of Chemical Physics|November 17, 2014
Normal-ordered second-quantized Hamiltonian for molecular vibrationsSo Hirata, Matthew R HermesThe Journal of Chemical Physics|January 3, 2015
Stochastic algorithm for size-extensive vibrational self-consistent field methods on fully anharmonic potential energy surfacesMatthew R Hermes, So HirataPhysical Chemistry Chemical Physics : PCCP|March 16, 2012
Thermodynamic limit of the energy density in a crystalSo Hirata, Yu-ya OhnishiJournal of Chemical Theory and Computation|September 8, 2016
Monte Carlo MP2 on Many Graphical Processing UnitsAlexander E Doran, So HirataThe Journal of Chemical Physics|September 16, 2020
Convergence acceleration of Monte Carlo many-body perturbation methods by direct samplingAlexander E Doran, So HirataPageof 12