Conferences
20 October 2021, Online
Partial Differential Equations with Nonnegative Characteristic Form 2021
Second order Partial Differential Equations (PDEs) with non-negative characteristic form appear to be ubiquitous in Mathematics, e.g., in Differential Geometry, Stochastic Theory, and in many applications of Mathematics, e.g., Kinetic Theory and Finance. Important special cases of such operators are those satisfying Hormander's condition. They enjoy regularity properties related to the suitable geometric structure of the underlying space. The more we know about geometric structures, the better for regularity results, bounds and asymptotic estimates. The goal of this webinar is to show recent results and advances in the field of PDEs. We believe that the mathematical community will benefit from this webinar.
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