Department of Mathematics and Systems Analysis

Research groups

Workshop on

Nonlinear, nonlocal problems and stochastic methods

December 7-9, 2016

Aalto University, Finland

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All the lectures will be held in the M1 hall on Otaniemi Campus (Otakaari 1, Espoo, Finland), see local information for directions.
The registration desk will be in front of the M1 hall.

There will be the possibility to contribute a poster, please see the registration page.


  Wednesday, Dec 7
  Thursday, Dec 8
  Friday, Dec 9
9:00 – 9:40 Registration
9:40 – 9:45 Opening        
9:45 – 10:30 Touzi   Cardaliaguet   Imbert
10:45 – 11:30 Geiss   Serra   Mengesha
  Lunch Break   Lunch Break   Lunch Break
13:30 – 14:15 Schikorra   Beck   Dyda
14:30 – 15:15 Ruosteenoja   Zimmermann   Zacher
  Coffee Break   Coffee Break   Closing
16:00 – 16:45 Hinz   Hofmanová    
17:00 – Reception / Poster Session
  Bus Transfer / Social Evening    

The abstracts of the confirmed talks can be downloaded here (PDF).

Confirmed Talks

  • Lisa Beck
Regularization by noise for the stochastic transport equation

  • Pierre Cardaliaguet
On the master equation in mean field game theory

  • Bartłomiej Dyda
On function spaces and extension results for nonlocal Dirichlet problems

  • Stefan Geiss
On continuous time tug-of-war with noise and p-harmonic functions

  • Michael Hinz
First order derivations for Dirichlet forms and applications

  • Martina Hofmanová
Rough Gronwall Lemma and weak solutions to RPDEs

  • Cyril Imbert
Weak Harnack inequality for the Boltzmann equation without cut-off

  • Tadele Mengesha
Weighted Sobolev regularity of weak solutions of degenerate/singular elliptic problems

  • Eero Ruosteenoja
Regularity for the normalized p-Poisson problem

  • Armin Schikorra
O’Hara’s knot energies and W1/p,p-harmonic maps into spheres

  • Joaquim Serra
Stable nonlocal phase transitions and minimal surfaces

  • Nizar Touzi
Branching diffusion representation for nonlinear PDEs

  • Rico Zacher
Li-Yau and Harnack inequalities on graphs

  • Aleksandra Zimmermann
Martingale solutions for a pseudomonotone evolution equation with multiplicative noise

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