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Viktor Szalay

Showing results (1-10 of 20) with videos related to

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The Journal of Chemical Physics|August 17, 2015
Aspects of the Eckart frame ro-vibrational kinetic energy operatorViktor Szalay
The Journal of Chemical Physics|May 10, 2015
Understanding nuclear motions in molecules: Derivation of Eckart frame ro-vibrational Hamiltonian operators via a gateway Hamiltonian operatorViktor Szalay
The Journal of Physical Chemistry. A|March 27, 2013
About the variational property of generalized discrete variable representationViktor Szalay
The Journal of Chemical Physics|October 25, 2006
Optimal grids for generalized finite basis and discrete variable representations: definition and method of calculationViktor Szalay
The Journal of Chemical Physics|June 23, 2014
Eckart-Sayvetz conditions revisitedViktor Szalay
The Journal of Chemical Physics|April 8, 2017
Eckart ro-vibrational Hamiltonians via the gateway Hamilton operator: Theory and practiceViktor Szalay
The Journal of Chemical Physics|August 18, 2012
Variational properties of the discrete variable representation: discrete variable representation via effective operatorsViktor Szalay, Péter Ádám
Optics Letters|September 21, 2011
Combination transitions due to stretching and librations of OH⁻ ions in LiNbO₃László Kovács, Krisztián Lengyel, Viktor Szalay
The Journal of Chemical Physics|January 3, 2019
Internal- and rho-axis systems of molecules with one large amplitude internal motion: The geometry of rhoViktor Szalay, Dominika Viglaska, Michael Rey
The Journal of Chemical Physics|January 18, 2006
Finite basis representations with nondirect product basis functions having structure similar to that of spherical harmonicsGábor Czakó, Viktor Szalay, Attila G Császár
Pageof 2

Showing results (1-10 of 20) with videos related to

Sort By:
Pageof 2
The Journal of Chemical Physics|August 17, 2015
Aspects of the Eckart frame ro-vibrational kinetic energy operatorViktor Szalay
The Journal of Chemical Physics|May 10, 2015
Understanding nuclear motions in molecules: Derivation of Eckart frame ro-vibrational Hamiltonian operators via a gateway Hamiltonian operatorViktor Szalay
The Journal of Physical Chemistry. A|March 27, 2013
About the variational property of generalized discrete variable representationViktor Szalay
The Journal of Chemical Physics|October 25, 2006
Optimal grids for generalized finite basis and discrete variable representations: definition and method of calculationViktor Szalay
The Journal of Chemical Physics|June 23, 2014
Eckart-Sayvetz conditions revisitedViktor Szalay
The Journal of Chemical Physics|April 8, 2017
Eckart ro-vibrational Hamiltonians via the gateway Hamilton operator: Theory and practiceViktor Szalay
The Journal of Chemical Physics|August 18, 2012
Variational properties of the discrete variable representation: discrete variable representation via effective operatorsViktor Szalay, Péter Ádám
Optics Letters|September 21, 2011
Combination transitions due to stretching and librations of OH⁻ ions in LiNbO₃László Kovács, Krisztián Lengyel, Viktor Szalay
The Journal of Chemical Physics|January 3, 2019
Internal- and rho-axis systems of molecules with one large amplitude internal motion: The geometry of rhoViktor Szalay, Dominika Viglaska, Michael Rey
The Journal of Chemical Physics|January 18, 2006
Finite basis representations with nondirect product basis functions having structure similar to that of spherical harmonicsGábor Czakó, Viktor Szalay, Attila G Császár
Pageof 2