Unique continuation properties for generalized fourth-order Schrödinger equations
Early Career Math Colloquium
Unique continuation properties for generalized fourth-order Schrödinger equations
Series: Early Career Math Colloquium
Location: Online
Presenter: Xueying Yu, University of Washington, Seattle
In this talk, we will discuss uniqueness properties of solutions to the linear generalized fourth-order Schr\"odinger equations. We show that a solution with fast enough decay in certain Sobolev spaces at two different times has to be trivial. This is a joint work with Zachary Lee.
Zoom link: https://arizona.zoom.us/j/85705568785