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Humboldt-Universität zu Berlin - Mathematisch-Naturwissenschaftliche Fakultät - Nicolas Perkowski

Teaching

Summer 2018

  • Bielefeld Mini Course "Energy solutions to the stochastic Burgers equation". Lecture notes.

Interesting Seminars

  • Leipzig Oberseminar Analysis - Probability: Tuesdays 15-17. Talks
  • Berliner Kolloquium Wahrscheinlichkeitstheorie: Wednesdays 17-19. Talks
  • Research seminar "Rough paths, stochastic partial differential equations and related topics": Thursdays 12.30-13.30. Talks

Former courses

  • Interacting particles and stochastic PDEs. Website
  • Seminar "Stochastische Analysis". Website
  • Tutorium Stochastic Analysis.
  • Berufsbezogenes Fachseminar Stochastik. Website
  • HCM Winter School "Recent development in singular Stochastic PDEs": Lecture Notes. Much more technical details are contained in the EBP Lecture Notes with M. Gubinelli.
  • Stochastik Lehramt. Website
  • BMS Basic Course Stochastic processes II: continuous time - Stochastische Analysis (with A. Bachouch) SS 16 Website
  • Mini course "Lectures on Game-Theoretic Martingales" March 16 (CFM-Imperial Distinguished Lecture Series, at Imperial College London)
  • Mini course "Paracontrolled distributions and singular SPDEs" March 16 (at University of Helsinki)
  • BMS Basic Course Functional Analysis WS 15/16 Website
  • Rough paths and regularity structures SS 15
  • Seminar "Optimal transport and stochastic analysis" SS 15 (with P. Imkeller)
  • Bachelorseminar "Ausgewählte Kapitel der Stochastik" WS 14/15
  • Tutorium "Applications of controlled functions to stochastic PDEs" August 14 (at the 18th Brazilian Probability School, Mambucaba; lectures taught by M. Gubinelli). Lecture Notes.
  • Mini course "Paracontrolled distributions and singular PDEs" May 14 (at Universität Bielefeld in the IGK Beijing Bielefeld). The lectures notes have been replaced by the newer notes with Massimiliano Gubinelli.
  • Bachelorseminar "Stochastische Prozesse" WS 12/13 (with P. Imkeller)
  • Tutorium "Stochastic Processes II: Continuous Time" SS 12
  • Mini course "Backward stochastic differential equations" (at University of Illinois, Urbana-Champaign). Lecture notes.