Local energy decay for wave equation in the absence of resonance at zero energy in 3D

Details Local energy decay for wave equation in the absence of resonance at zero energy in 3D Local energy decay for wave equation in the absence of resonance at zero energy in 3D

2011-03-19

arxiv.org/abs/1103.3760v1

Mathematics

Analysis of PDEs

Scientific paper

In this paper we study spectral properties associated to Schrodinger operator
with potential that is an exponential decaying function. As applications we
prove local energy decay for solutions to the perturbed wave equation and lack
of resonances for the NLS.

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