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Soffer, Avraham - Department of Mathematics, Rutgers University
Communications in Mathematical Physics manuscript No. (will be inserted by the editor)
Resonances, Radiation Damping and Instability in Hamiltonian Nonlinear Wave Equations
DISSIPATION THROUGH DISPERSION In this note I describe a time dependent approach to analyze dispersion
Theory of Nonlinear Dispersive Waves and Selection of the Ground State and M.I. Weinstein2
From Gamow States to Resonances for Schrodinger Operators Y. Strauss1
SOFFER, AVRAHAM Professor B.Sc., Tel-Aviv University, Physics, 1976
EUROPHYSICS Published under the scientific responsability of the
Asymptotic stability of N-soliton states of NLS I. Rodnianski, W. Schlag and A. Soffer
NON-DERIVATION OF THE QUANTUM BOLTZMANN EQUATION
Resonances, Radiation Damping and Instability in Hamiltonian Nonlinear Wave Equations
Dispersion and Strichartz estimates for some finite rank perturbations of the Laplace operator
Phase Space Analysis on some Black Hole Manifolds P. Blue, A. Soffer
On the Spectral properties of Hamiltonians without conservation of the particle number
Positive Commutators and the Spectrum of Pauli-Fierz Hamiltonian of Atoms and Molecules
Nonlinear waves in double-stranded DNA
Dispersive Analysis of Charge Transfer Models I. Rodnianski, W. Schlag and A. Soffer
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