Analysis Group
Delft University of Technology

Welcome to the webpage of the chair of analysis at the Delft University of Technology.

Stochastic Analysis Day March 31st

Time Location Title Speaker

10.30-10.45

TBA Coffee

10.45-11.30

EEMCS Lecture room F The maximal particle of branching random walk in spatially random branching environment Alexander Drewitz

11.40-12.25

EEMCS Lecture room F Stochastic Moving Boundary Problems and Limit Order Book Models Marvin Müller

12.30-13.45

EEMCS 4th floor Lunch

13.45-14.30

EEMCS Lecture room F On the Symbiotic Branching Model Florian Völlering

14.40-15.25

EEMCS Lecture room F Weak convergence for semi-linear SPDEs Sonja Cox

15.25-15.50

TBA Coffee break

15.50-16.35

EEMCS Lecture room F Critical fluctuations at different types of bifurcation point Francesca Collet

16.45-17.30

EEMCS Lecture room F Quantification of coarse-graining error in overdamped/non-overdamped Langevin dynamics Mark Peletier

Colloquium Analysis 2015-2016

Date Location Time Title Speaker(s)

April 13th

EEMCS Lecture room Pi 16.00-17.00 Dynamics and inverse spectral theory Martina Chirilus-Bruckner

March 30th

EEMCS Lecture room M 13.30-14.30 Dispersive estimates (for Wave and Schrödinger equations) through the heat semigroup Frédéric Bernicot

February 24th

EEMCS Lecture room G 16.35-17.05 Parabolic Second Order Problems with Multiplicative Dirichlet Boundary Noise Nick Lindemulder

February 24th

EEMCS Lecture room G 16.00-16.30 Local cylindrical continuous martingales and stochastic partial differential equations Ivan Yaroslavtsev

January 8th

EEMCS Lecture room G 14.00-13.00 Nonlinear Fokker-Planck-Kolmogorov equations for measures Oxana Manita

December 9th

EEMCS Lecture room G 16.00-17.00 Modular forms for dummies Johan Bosman

November 25th

EEMCS Lecture room G 16.00-17.00 Weighted polynomial inequalities Sergey Tikhonov

November 17th

EEMCS Lecture room F 16.00-17.00 Hyperbolic Equations in $L^p$. Felix Benjamin Hummel

September 15th

EEMCS Lecture room G 9.30-10.30 Hodge-Dirac Operators in $L^p$ Spaces on Lipschitz Domains. Alan McIntosh