Prof. Dr. Wolfgang König 

WIAS Berlin Technische UNIVERSITÄT Berlin

Talk Slides

Research Talks:

On non-colliding processes:

Matrix-valued Diffusions and Non-Colliding Random Processes

Ordered Random Walks

On the parabolic Anderson model:

The Universality Classes in the Parabolic Anderson Model

Potential confinement property in the parabolic Anderson model

A two-cities theorem for the parabolic Anderson model

Eigenvalue order statistics and mass concentration in the parabolic Anderson model

The parabolic Anderson model

The parabolic Anderson model on $\Z^d$ with time-dependent potential

On many-body systems with kinetic energy:

Interacting Brownian Motions and the Gross-Pitaevskii Formula

A variational formula for the free energy of a many-Boson system

On classical many-body systems:

Phase transitions for dilute particle systems with Lennard-Jones potential

Large deviations for cluster size distributions in a classical interacting many-particle system

Cluster size distributions in a classical many-body system


Upper tails of self-intersection local times: survey of proof techniques

Large deviations for the local times of random walk among random conductances

Moment asymptotics for branching random walks in random environment

Connectivity in mobile ad-hoc networks

The mean-field polaron model

Brownian intersection local times

Public Talks:

Paradoxa in der Wahrscheinlichkeitsrechnung

Erfolgsgeschichte eines stochastischen Prozesses: Die Brown'sche Bewegung

Streifzüge durch die Entwicklung der Wahrscheinlichkeitstheorie

Die Anfänge der Wahrscheinlichkeitsrechnung als Wissenschaft

Was ist Zufall und wie kam er in die Mathematik?

Bevölkerungen in zufälligen Umgebungen: Umziehen von Megacity zu Megacity?

Von der Binomialverteilung zu der Normalverteilung

Der zentrale Grenzwertsatz

Murphys Gesetz, tippende Affen und Unendlichkeit in der Wahrscheinlichkeitsrechnung