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SUMMARY:p–Brownian motion and the p–Laplacian
DTSTART:20250207T160000
DTEND:20250207T170000
DTSTAMP:20260406T102322Z
UID:03fb8f69b9ad16904293c0bc273faf2f1bae30ba2792a99d082fb9ce
CATEGORIES:Conferences - Seminars
DESCRIPTION:Prof. Michael Röckner (Bielefeld University)\nAbstract: In t
 his talk we shall present the construction of a stochastic process\, which
  is related to the parabolic p-Laplace equation in the same way as Brownia
 n motion is to the classical heat equation given by the (2-) Laplacian. Jo
 int work with:\n1) Viorel Barbu\, Al.I. Cuza University and Octav Mayer In
 stitute of Mathematics of Romanian Academy\, Iaşi\, Romania\n2) Marco Reh
 meier\, Faculty of Mathematics\, Bielefeld University\, Germany References
 :\n[1] V. Barbu\, M. Rehmeier\, M. Röckner: arXiv:2409.18744\n[2] V. Barb
 u\, M. Röckner: Springer LN in Math. 2024\n[3] M. Rehmeier\, M. Röckner:
  arXiv:2212.12424
LOCATION:CM 1 4 https://plan.epfl.ch/?room==CM%201%204
STATUS:CONFIRMED
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