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So Hirata

Showing results (21-30 of 112) with videos related to

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The Journal of Chemical Physics|October 10, 2015
Higher-order diagrammatic vibrational coupled-cluster theoryJacob A Faucheaux, So Hirata
The Journal of Chemical Physics|September 1, 2014
Stochastic many-body perturbation theory for anharmonic molecular vibrationsMatthew R Hermes, So Hirata
Physical Review. E|March 15, 2020
Finite-temperature many-body perturbation theory in the canonical ensemblePunit K Jha, So Hirata
The Journal of Chemical Physics|March 18, 2006
Active-space coupled-cluster methods through connected quadruple excitationsPeng-Dong Fan, So Hirata
Journal of Chemical Theory and Computation|October 4, 2019
Monte Carlo Second- and Third-Order Many-Body Green's Function Methods with Frequency-Dependent, Nondiagonal Self-EnergyAlexander E Doran, So Hirata
The Journal of Chemical Physics|July 24, 2010
Logarithm second-order many-body perturbation method for extended systemsYu-ya Ohnishi, So Hirata
The Journal of Chemical Physics|January 21, 2014
Stochastic, real-space, imaginary-time evaluation of third-order Feynman-Goldstone diagramsSoohaeng Yoo Willow, So Hirata
The Journal of Chemical Physics|July 10, 2020
Finite-temperature many-body perturbation theory in the grand canonical ensembleSo Hirata, Punit K Jha
Physical Review. E|February 20, 2020
Grid-based diffusion Monte Carlo for fermions without the fixed-node approximationAlexander A Kunitsa, So Hirata
The Journal of Chemical Physics|April 9, 2021
Stochastic evaluation of fourth-order many-body perturbation energiesAlexander E Doran, So Hirata
Pageof 12

Showing results (21-30 of 112) with videos related to

Sort By:
Pageof 12
The Journal of Chemical Physics|October 10, 2015
Higher-order diagrammatic vibrational coupled-cluster theoryJacob A Faucheaux, So Hirata
The Journal of Chemical Physics|September 1, 2014
Stochastic many-body perturbation theory for anharmonic molecular vibrationsMatthew R Hermes, So Hirata
Physical Review. E|March 15, 2020
Finite-temperature many-body perturbation theory in the canonical ensemblePunit K Jha, So Hirata
The Journal of Chemical Physics|March 18, 2006
Active-space coupled-cluster methods through connected quadruple excitationsPeng-Dong Fan, So Hirata
Journal of Chemical Theory and Computation|October 4, 2019
Monte Carlo Second- and Third-Order Many-Body Green's Function Methods with Frequency-Dependent, Nondiagonal Self-EnergyAlexander E Doran, So Hirata
The Journal of Chemical Physics|July 24, 2010
Logarithm second-order many-body perturbation method for extended systemsYu-ya Ohnishi, So Hirata
The Journal of Chemical Physics|January 21, 2014
Stochastic, real-space, imaginary-time evaluation of third-order Feynman-Goldstone diagramsSoohaeng Yoo Willow, So Hirata
The Journal of Chemical Physics|July 10, 2020
Finite-temperature many-body perturbation theory in the grand canonical ensembleSo Hirata, Punit K Jha
Physical Review. E|February 20, 2020
Grid-based diffusion Monte Carlo for fermions without the fixed-node approximationAlexander A Kunitsa, So Hirata
The Journal of Chemical Physics|April 9, 2021
Stochastic evaluation of fourth-order many-body perturbation energiesAlexander E Doran, So Hirata
Pageof 12