# Talks

**Talks given:**

**2018**

- Universität Bielefeld,March 2018

Bielefeld – Edinburgh – Swansea Stochastic Spring

*Optimal regularity for the porous medium equation .* - Scuola Normale Superiore di Pisa, March 2018

*Path-by-path regularization by noise for scalar conservation laws.* - Université de Cergy-Pontoise, Paris, February 2018

*Path-by-path regularization by noise for scalar conservation laws .* - University of Warwick, January 2018

*Path-by-path regularization by noise for scalar conservation laws .* - Imperial College London, February 2018

*Path-by-path regularization by noise for scalar conservation laws .* - Universität Ulm, Januar 2018

*Regularization by noise.* - Universität Bielefeld, Januar 2018

*Regularization by noise.*

**2017**

- Universität Halle-Wittenberg, December 2017

Kolloqium

*Regularization by noise – nonlinearity and duality.* - MPI MIS Leipzig, November 2017

Mitteldeutscher Stochastik Workshop

*Path-by-path regularization by noise for scalar**conservation laws.* - Paris-London University of Salzburg, September 2017

19th ÖMG Congress and Annual DMV Meeting

*Path-by-path regularization by noise for scalar conservation laws.* - TU Kaiserslautern, September 2017

Japanese-German Open Conference on Stochastic Analysis 2017

*Path-by-path regularization by noise for scalar**conservation laws .* - GSSI Gran Sasso Science Institute, l’Aquila, August 2017

Workshop/School on Stochastic PDEs, Mean Field Games and Biology

Lecture 1:*, Lecture 2:* -
Universität Duisburg-Essen, July 2017

Analysis Seminar

Path-by-path regularization by noise for scalar conservation laws - Edinburgh, July 2017

International Workshop on BSDEs, SPDEs and their Applications

*Path-by-path regularization by noise for scalar**conservation laws* - Sheffield, July 2017

Interacting Systems and SPDEs

*Well-posedness by noise for scalar conservation laws* - Universität Augsburg, June 2017

*Well-posedness by noise for scalar conservation laws.* - University of Oxford, May 2017

Stochastic Analysis Seminar

*Well-posedness by noise for scalar conservation laws* - University of Bath, May 2017

*Well-posedness by noise for scalar conservation laws.* - University of Maryland, CSCAMM, April 2017

Selected topics in transport phenomena: deterministic and probabilistic aspects

*Regularization by noise for nonlinear SPDE* - Warnemünde, March 2017

Workshop: Nonlinear and Nonlocal Evolution Equations and Stochastic

Methods

*Well-posedness by noise for scalar conservation laws.* - RWTH Aachen, March 2017

Spring School on Multiscale Modelling

*Well-posedness and regularization by noise for nonlinear PDE.* - Universität Erlangen, February 2017

*Well-posedness by noise for scalar conservation laws.* - Universität Leipzig, January 2017

*Well-posedness by noise for PDE.*

**2016**

- Penn State University, November 2016

Theoretical Biology Seminar

*Well-posedness by noise for PDE and symmetry breaking in cell motility.*

- Technische Universität Berlin, November 2016

Nonlinear Stochastic Evolution Equations: Analysis and Numerics

*Regularization and well-posedness by noise.*

- Universität Bielefeld, October 2016

Stochastic Partial Differential Equations and Related Fields

*Regularization and well-posedness by noise.*

- Universität Leipzig, September 2016

*Regularisierung und Wohlgestelltheit durch Rauschen**.*

- TU Berlin, July 2016

7th European Congress of Mathematics

*Semi-discretization for stochastic scalar conservation laws**with multiple rough fluxes.*

- Orlando, July 2016

The 11th AIMS Conference on Dynamical Systems, Differential Equations and Applications

*Well-posedness and regularization by noise for nonlinear PDE.*

- Martin-Luther Universität Halle, July 2016

*Regularization by noise.*

- Beijing, June 2016

The 8th International Conference on Stochastic Analysis and Its Applications

*Stochastic scalar conservation laws.*

- Levico, June 2016

Stochastic Partial Differential Equations and Applications – X

*Regularization by noise.*

- MPI Leipzig, April 2016

Berlin-Leipzig workshop on analysis and stochastics

*Regularization by noise.*

- Imperial College, London, January 2016

Stochastic Analysis, Rough paths, Geometry

*Stochastic scalar conservation laws.*

**2015**

- TU Dresden, November 2015

Stochastik & Analysis Seminar

*Stochastic scalar conservation laws.*

- Universidad de los Andes, Bogota, November 2015

*Stochastic scalar conservation laws.*

- University of Chicago, October 2015

CAMP (Computational, Applied Mathematics and PDE) Seminar

*Stochastic scalar conservation laws.*

- L’Université de Lyon, July 2015

Equadiff 2015, Section: Stochastic dynamics

*Synchronization by noise for order-preserving random dynamical systems.*

- L’Université de Lyon, July 2015

Equadiff 2015, Section: Stochastic PDEs

*Stochastic scalar conservation laws.*

- Banff International Research Station (BIRS), January 2015

Workshop on Random Dynamical Systems and Multiplicative Ergodic Theorems

*Synchronization by noise.*

**2014**

- Technische Universität Dortmund, Dezember 2014

*Synchronisation durch Rauschen*.

- Technische Universität Berlin, September 2014

RTG 1845 Stochastic Analysis with Applications in Biology, Finance and Physics Workshop on Stochastics and Dynamics

*Synchronization by noise*.

- Universidad Autónoma de Madrid, July 2014

The 10th AIMS Conference on Dynamical Systems, Differential Equations and Applications

Section: Stochastic and deterministic dynamical systems and applications

*Synchronization of long-time asymptotics by noise.*

- Universidad Autónoma de Madrid, July 2014

The 10th AIMS Conference on Dynamical Systems, Differential Equations and Applications

Section: Stochastic Partial Differential Equations

*Finite time extinction for stochastic sign fast diffusion and self-organized criticality.*

- University of Illinois at Chicago, March 2014

Applied Mathematics Seminar

*Finite time extinction for stochastic sign fast diffusion and self-organized criticality.*

- University of Chicago, February 2014

CAMP (Computational, Applied Mathematics and PDE) Seminar

*Finite time extinction for stochastic sign fast diffusion and self-organized criticality.*

- Wittenberg, January 2014

Infinite Dimensional Stochastic Systems

*Finite time extinction for stochastic sign fast diffusion and self-organized criticality.*

- Levico Terme (Trento), January 2014

Stochastic Partial Dierential Equations and Applications – IX,

*Finite time extinction for stochastic sign fast diffusion and self-organized criticality.*

**2013**

- Technische Universität Berlin, November 2013

Recent Trends in Differential Equations: Analysis and Discretisation Methods,

*Finite time extinction for stochastic sign fast diffusion and self-organized criticality.*

- Universität Bielefeld, October 2013

Sixth Workshop on Random Dynamical Systems

*Finite time extinction for stochastic sign fast diffusion and self-organized criticality.*

- Universität Bielefeld, October 2013

Opening Workshops: From Extreme Matter to Financial Markets

*Finite time extinction for stochastic sign fast diffusion and self-organized criticality.*

- Seoul National University, October 2013

First Bielefeld-SNU Joint Workshop in Mathematics

*Qualitative behavior of quasilinear SPDE.*

- Universität Leipzig, September 2013

Dirichlet Forms and Applications. German-Japanese Meeting on Stochastic Analysis

*Finite speed of propagation for stochastic porous media equations.*

- ETH Zürich, September 2013

Summer School: RTG 1845 (Berlin) – Summer School

*Finite speed of propagation for stochastic porous media equations.*

- Universität Bielefeld, August 2013

Workshop: Bielefeld Stochastic Summer (CRC),

*Finite time extinction for stochastic sign fast diffusion and self-organized criticality.*

- Universität Bielefeld, 18th July 2013

Conference: Stochastics and Real World Models 2013

*Finite speed of propagation for stochastic porous media equations.*

- Torun, 8th June 2013

Conference: German-Polish Joint Conference on Probability and Mathematical Statistics

*Finite speed of propagation for stochastic porous media equations.*

- Centro Di Ricerca Matematica, Ennio De Giorgi, Pisa, 23rd May 2013

Conference: Probability and PDEs

*Stabilization of long-time asymptotics by noise.*

- Technische Universität Berlin, 13th March 201

Conference: 5th Spring School on Evolution Equations

(Analytical and Numerical Aspects of Evolution Equations)

*Finite speed of propagation for stochastic porous media equations.*

**2012**

- Mathematisches Forschungsinstitut Oberwolfach, 19th August 2012

Conference: Rough Paths and PDEs

*Spatial rough path lifts of stochastic convolutions. (MFO report:*)

- Universität Münster, 23th June 2012

Nordwestdeutsches Funktionalanalysis-Kolloquium

*Strong Solutions for Stochastic Partial Differential Equations of Gradient Type*.

- Technische Universität Berlin, 15th June 2012

Fachgruppe Differentialgleichungen (Prof. Dr. Etienne Emmrich)

*Strong Solutions for Stochastic Partial Differential Equations of Gradient Type.*

- Delft University of Technology, 21th May 2012

Analysis Colloquium

*Strong Solutions for Stochastic Partial Differential Equations of Gradient Type.*

- University of Warwick, 19th April 2012

EPSRC Symposium Workshop – Stochastic Analysis and SPDEs

*Stochastic dynamics induced by porous media equations with space-time linear multiplicative noise.*

- Max-Planck-Institut für Mathematik in den Naturwissenschaften, 11th April 2012

Arbeitsgemeinschaft Angewandte Analysis

*Stochastic dynamics induced by porous media equations with linear multiplicative space-time noise.*

- Humboldt-Universität zu Berlin, 23th February 2012

RTG 1845, “Stochastic Analysis with Applications in Biology, Finance and Physics”

*Stochastic Flows induced by Stochastic Partial Differential Equations.*

- University of Bielefeld, 13. January 2011

IGK Seminar talk

*Random attractors for degenerate stochastic partial differential equations.*

**2011**

- Bielefeld, 13th December 2011

PhD defense talk

*Stochastic Flows induced by Stochastic Partial Differential Equations.*

- Bad-Herrenalb, 12th October 2011

Evolution Equations: Randomness and Asymptotics

*Random attractors for stochastic porous media equations perturbed by space-time linear multiplicative noise*.

- Bonn University, 5th September 2011

5th International Conference on Stochastic Analysis and its Applications, 2011

*Random attractors for stochastic porous media equations perturbed by space-time linear multiplicative noise*.

- Bielefeld University, 19th July 2011
Stochastics and Real World Models 2011Annual joint workshop of the International Graduate College “Stochastics and Real World Models” Beijing – Bielefeld 2011,

- Technical University of Berlin, 1st April 2011

Spring meeting Beijing/Bielefeld – Berlin/Zurich 2011,

*Strong Solutions for Stochastic Partial Differential Equations of Gradient Type.*

- Technical University of Berlin, 22. February 2011

Oberseminar Stochastische Analysis

*Random attractors for a class of stochastic partial differential equations driven by additive general noise.*

talk:

- Marienfeld, 15. February 2011

Bielefeld Graduate School in Theoretical Sciences, Soft Opening Workshop – February 14th & 15th 2011

*Stochastic Partial Differential Equations and Random Dynamical Systems.*

- University of Bielefeld, 26. January 2011

IGK Seminar talk

(Analytically) Strong Solutions for Stochastic Partial Differential Equations of Gradient Type.

**2010**

- University of Essen, 26. June 2010

Nordwestdeutsches Funktionalanalysis-Kolloquium.

Random Attractor for the Stochastic Porous Medium Equation

- Academy of Mathematics and System Science, 7. May 2010

Chinese-German Meeting on Stochastic Analysis and Related Fields

Random Attractors for Stochastic Porous Media Equations*.*

**Posters:**

*Isaac Newton Institute, Cambridge, 10-14th September 2012*

Finite Speed of Propagation for Stochastic Porous Media Equations.*Random attractors for stochastic porous media equations perturbed by space-time linear multiplicative noise*.- University of Bielefeld, 29. January 2010

Qualitative Behaviour of Stochastic Evolution Equations.