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Jean-Louis Rivail

Showing results (1-10 of 5) with videos related to

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Journal of Computational Chemistry|April 10, 2002
Specific force field parameters determination for the hybrid ab initio QM/MM LSCF methodNicolas Ferré, Xavier Assfeld, Jean-Louis Rivail
Chemphyschem : a European Journal of Chemical Physics and Physical Chemistry|June 29, 2023
Quantum Chemistry in Solution: Fiftieth AnniversaryManuel F Ruiz-López, Jean-Louis Rivail
Accounts of Chemical Research|December 20, 2012
Theoretical modeling of large molecular systems. Advances in the local self consistent field method for mixed quantum mechanics/molecular mechanics calculationsAntonio Monari, Jean-Louis Rivail, Xavier Assfeld
Journal of Molecular Modeling|May 4, 2017
Iterative stochastic subspace self-consistent field methodPierre-François Loos, Jean-Louis Rivail, Xavier Assfeld
The Journal of Chemical Physics|July 23, 2004
A self-consistent reaction field model of solvation using distributed multipoles. I. Energy and energy derivativesDaniel Rinaldi, Alain Bouchy, Jean-Louis Rivail, et al.
Pageof 1

Showing results (1-10 of 5) with videos related to

Sort By:
Pageof 1
Journal of Computational Chemistry|April 10, 2002
Specific force field parameters determination for the hybrid ab initio QM/MM LSCF methodNicolas Ferré, Xavier Assfeld, Jean-Louis Rivail
Chemphyschem : a European Journal of Chemical Physics and Physical Chemistry|June 29, 2023
Quantum Chemistry in Solution: Fiftieth AnniversaryManuel F Ruiz-López, Jean-Louis Rivail
Accounts of Chemical Research|December 20, 2012
Theoretical modeling of large molecular systems. Advances in the local self consistent field method for mixed quantum mechanics/molecular mechanics calculationsAntonio Monari, Jean-Louis Rivail, Xavier Assfeld
Journal of Molecular Modeling|May 4, 2017
Iterative stochastic subspace self-consistent field methodPierre-François Loos, Jean-Louis Rivail, Xavier Assfeld
The Journal of Chemical Physics|July 23, 2004
A self-consistent reaction field model of solvation using distributed multipoles. I. Energy and energy derivativesDaniel Rinaldi, Alain Bouchy, Jean-Louis Rivail, et al.
Pageof 1