Unique continuation and uncertainty principles

05 Nov Unique continuation and uncertainty principles

This course is an introduction to the Unique Continuation (UC) Property in the sense of Hardy Un-certainty Principle: consider u(t,x) a solution to an evolution equation at time t and space variable x. Assuming that u(0,x) and u(1,x) decay sufficiently fast for large |x|, then we derive that the only possibility is u=0.

We will prove the UC property for the Schrödinger equation with potential, both in the continuous and discrete settings.

*Registration is free, but mandatory before November 21st: So as to inscribe go to https://bit.ly/2pVNl4Mand fill the registration form. Student grants are available. Please, let us know if you need support for travel and accommodation expenses when you fill the form.

More info: https://www.bcamath.org/en/courses/2018-11-26-bcam-course