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Hagedorn, George A. - Department of Mathematics, Virginia Tech
September 18, 2010 11:5 WSPC -Proceedings Trim Size: 9.75in x 6.5in hagjoy12c NonAdiabatic Transitions in a Simple BornOppenheimer Scattering
Exponentially Accurate Semiclassical Dynamics: Propagation, Localization, Ehrenfest Times, Scattering,
Semiclassical Dynamics and Exponential Asymptotics George A. Hagedorn and Alain Joye
Vibrational Levels Associated with Hydrogen Bonds and Semiclassical Hamiltonian Normal Forms
NonAdiabatic Transitions near Avoided Crossings: Theory and Numerics
Semiclassical Dynamics with Exponentially Small Error George A. Hagedorn #
Molecular Propagation through Small Avoided Crossings of Electron Energy Levels
A Time--Dependent Born--Oppenheimer Approximation with Exponentially Small Error Estimates
Exponentially Accurate Semiclassical Asymptotics of Low{Lying Eigenvalues for 2 2 Matrix Schrodinger
Does MllerPlesset perturbation theory converge? A look at twoelectron systems
Diatomic Molecules with Large Angular Momentum in the BornOppenheimer Approximation
An Adiabatic Theorem for Resonances ALEXANDER ELGART
Mathematical Analysis of Born{Oppenheimer Approximations
Determination of Non{Adiabatic Scattering Wave Functions in a Born{Oppenheimer Model
Raising and Lowering Operators for Semiclassical Wave Packets
Molecular propagation through crossings and avoided crossings of electron energy levels
A Mathematical Theory for Vibrational Levels Associated with Hydrogen Bonds
NonAdiabatic Transitions near Avoided Crossings: Theory and Numerics
Resonances In a Box George A. Hagedorn+ Bernhard Meller#
Elementary Exponential Error Estimates for the Adiabatic Approximation
Exponentially Accurate Semiclassical Tunneling Wave Functions in One Dimension
Exponentially Accurate Quasimodes for the Time{Independent Born{Oppenheimer Approximation on
Bohr--Sommerfeld Quantization Rules in the Semiclassical Limit
Approximate Rydberg States of the Hydrogen Atom that are Concentrated near Kepler Orbits
Recent Results on Non{Adiabatic Transitions in Quantum George A. Hagedorn and Alain Joye
The AC Stark E ect, Time{Dependent Born{Oppenheimer Approximation, and
Classification and Normal Forms for Avoided Crossings of Quantum Mechanical Energy Levels
An Adiabatic Theorem for Resonances Alexander Elgart
LandauZener Transitions Through Small Electronic Eigenvalue Gaps in the Born-Oppenheimer
Simpli ed Semiclassical Propagation Estimates George A. Hagedorn