Title: “Weak uniqueness for the stochastic heat equation.” 

 

Abstract:  We consider the problem of uniqueness in law of the stochastic heat equation driven by a multiplicative stable noise without negative jumps. We will briefly mention the motivations behind this and related problems. The proof uses a technique called approximate duality pioneered by L. Mytnik in the late 90’s. We will give a broad overview of this method. This talk is based on the preprint available at arXiv: 2111.07293.