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Title (deu)
Integral Varadhan formula for nonlinear heat flow
Speaker / Lecturer
Shin-ichi Ohta
U Osaka
Description (deu)
Toward the further development of nonlinear geometric analysis, we establish the integral Varadhan short-time formula for nonlinear heat flow on measured Finsler manifolds: the probability that a particle starting from a set A is found in another set B describes the distance from A to B. We do not assume the reversibility of the metric, and the distance function can be asymmetric. One side of the estimates (the upper bound of the probability) holds also in the nonsmooth setting of infinitesimally strictly convex metric measure spaces satisfying the local Sobolev-to-Lipschitz property. This is a joint work with Kohei Suzuki (Durham).
Keywords (deu)
Synthetic Curvature BoundsNon-Smooth SpacesBeyond Finite Dimension
Subject (eng)
ÖFOS 2012 -- 101 -- Mathematics
Type (eng)
Language
[eng]
Persistent identifier
https://phaidra.univie.ac.at/o:2068070
Date created
2024-05-22
Place of creation (eng)
ESI
Duration
44 minutes 24 seconds
Content
Details
Object type
Video
Format
video/mp4
Created
27.05.2024 12:55:42
Metadata