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

Eigenvalue order statistics and mass concentration in the parabolic Anderson model

The parabolic Anderson model on a random Galton-Watson tree


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

The free energy of a box version of the interacting Bose gas

Self-repellent Brownian bridges in the interacting Bose gas

The interacting Bose gas in the semiclassical limit


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


Varia:

Minicourse on large-deviations theory

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

A large-deviation approach to coagulation

An LDP for all the components of an inhomogeneous sparse Erdos-Renyi graph

A large-deviation approach to spatial coagulation

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

Stochastische Geometrie in der Telekommunikation

Das interagierende Bosegas im Lichte der Wahrscheinlichkeitstheorie

A probabilistic view at the interacting Bose gas

Wird ein Gigant erscheinen oder nicht? -- Mikro-Makro-Phasenübergänge in der Wahrscheinlichkeitstheorie