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A Generalized Surface Hopping Algorithm To Model Nonadiabatic Dynamics near Metal Surfaces: The Case of Multiple Electronic Orbitals.Molecular electronic states near metal surfaces at equilibrium using potential of mean force and numerical renormalization group methods: Hysteresis revisited.Vibrational relaxation at a metal surface: Electronic friction versus classical master equations.Born-Oppenheimer Dynamics, Electronic Friction, and the Inclusion of Electron-Electron Interactions.Dynamics of Barrier Crossings for the Generalized Anderson-Holstein Model: Beyond Electronic Friction and Conventional Surface Hopping.A many-body states picture of electronic friction: The case of multiple orbitals and multiple electronic states.A broadened classical master equation approach for nonadiabatic dynamics at metal surfaces: Beyond the weak molecule-metal coupling limit.Frictional effects near a metal surface.Surface hopping with a manifold of electronic states. II. Application to the many-body Anderson-Holstein model.Surface hopping with a manifold of electronic states. I. Incorporating surface-leaking to capture lifetimes.A broadened classical master equation approach for treating electron-nuclear coupling in non-equilibrium transport.Surface hopping with a manifold of electronic states. III. Transients, broadening, and the Marcus picture.Erratum: "Surface hopping with a manifold of electronic states. III. Transients, broadening and the Marcus picture" [J. Chem. Phys. 142, 234106 (2015)]Perspective: How to understand electronic frictionStochastic Resolution of Identity for Real-Time Second-Order Green's Function: Ionization Potential and Quasi-Particle SpectrumStochastic resolution of identity second-order Matsubara Green's function theoryNonadiabatic Molecular Dynamics at Metal SurfacesA demonstration of consistency between the quantum classical Liouville equation and Berry's phase and curvature for the case of complex HamiltoniansA complete quasiclassical map for the dynamics of interacting fermions
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0000-0001-5410-6183