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SUMMARY:P–Brownian motion and the p–Laplacian
DTSTART:20250207T160000
DTEND:20250207T170000
DTSTAMP:20260405T201724Z
UID:cf244163f7bf6dd8ff4eef15aaedf2dc2e0373f4d722f2e9d3684cf5
CATEGORIES:Conferences - Seminars
DESCRIPTION:  Prof. Michael Röckner (Bielefeld University)\n In this t
 alk we shall present the construction of a stochastic process\, which is r
 elated to the parabolic p-Laplace equation in the same way as Brownian mot
 ion is to the classical heat equation given by the (2-) Laplacian. Joint w
 ork with: 1) Viorel Barbu\, Al.I. Cuza University and Octav Mayer Institut
 e of Mathematics of Romanian Academy\, Iaşi\, Romania\n2) Marco Rehmeier\
 , Faculty of Mathematics\, Bielefeld University\, Germany References:\n[1]
  V. Barbu\, M. Rehmeier\, M. Röckner: arXiv:2409.18744\n[2] V. Barbu\, M.
  Röckner: Springer LN in Math. 2024\n[3] M. Rehmeier\, M. Röckner: arXiv
 :2212.12424\n\n-- A Probability and Stochastic Analysis Seminar--
LOCATION:CM14 https://plan.epfl.ch/?room=%3DCM%201%204&dim_floor=1&lang=en
 &dim_lang=en&tree_groups=centres_nevralgiques_grp%2Cmobilite_acces_grp%2Cr
 estauration_et_commerces_grp%2Censeignement%2Cservices_campus_grp%
STATUS:CONFIRMED
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