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Decay and Scattering in energy space for the solution of weakly coupled Choquard and Hartree-Fock equations. (arXiv:1904.10364v2 [math.AP] UPDATED)
来源于:arXiv
We prove decay with respect to some Lebesgue norms for a class of
Schr\"odinger equations with non-local nonlinearities by showing new Morawetz
inequalities and estimates. As a byproduct, we obtain large-data scattering in
the energy space for the solutions to the systems of $N$ defocusing Choquard
equations with mass-energy intercritical nonlinearities in any space dimension
and of defocusing Hartree-Fock equations, for any dimension $d\geq3$. 查看全文>>
