Search
Talk

Weak universality of some singular SPDEs

  • Nicolas Perkowski (HU Berlin)
A3 01 (Sophus-Lie room)

Abstract

Formal considerations in mathematical physics often lead to so called “singular stochastic partial differential equations” (singular SPDEs), which have been mathematically ill posed for a long time. The problem is the interplay of very singular noise with nonlinearities, which creates small scale resonances that have be removed through a renormalization procedure. In the past five years we have seen a number of mathematical breakthroughs that allow us to finally solve and study such singular SPDEs. Now that solution theories are available we can rigorously study the predictions by mathematical physicists by proving the so called “weak universality” of these singular SPDEs.

Katja Heid

MPI for Mathematics in the Sciences Contact via Mail

Upcoming Events of This Seminar

  • Mar 12, 2024 tba with Theresa Simon
  • Mar 26, 2024 tba with Phan Thành Nam
  • Mar 26, 2024 tba with Dominik Schmid
  • May 7, 2024 tba with Manuel Gnann
  • May 14, 2024 tba with Barbara Verfürth
  • May 14, 2024 tba with Lisa Hartung
  • Jun 25, 2024 tba with Paul Dario
  • Jul 16, 2024 tba with Michael Loss