Research Group:
Speaker:
Kenji Yajima
Institution:
Tokyo Gakushuin
Schedule:
Thursday, October 13, 2016 - 16:15
Location:
A-136
Abstract:
We consider time dependent Schrödinger equations on R^N. After establishing the existence and uniqueness of the propagator when potentials are wildly singular both locally and globally with respect to spatial variables, we discuss some of its properties: smoothing properties, Strichartz inequalities and the smoothness/boundedness of its integral kernel.