Interacting Stochastic Systems

Edited by Jean-Dominique Deuschel () and Andreas Greven ()

in Springer Books from Springer

Date: 2005
ISBN: 978-3-540-27110-9
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Chapters in this book:

Introduction

Jean-Dominique Deuschel and Andreas Greven

Coarse-Graining Techniques for (Random) Kac Models

Anton Bovier and Christof Külske

Euclidean Gibbs Measures of Quantum Crystals: Existence, Uniqueness and a Priori Estimates

Sergio Albeverio, Yuri Kondratiev, Tatiana Pasurek and Michael Röckner

Some Jump Processes in Quantum Field Theory

Roderich Tumulka and Hans-Otto Georgii

Gibbs Measures on Brownian Paths: Theory and Applications

Volker Betz, József Lőrinczi and Herbert Spohn

Spectral Theory for Nonstationary Random Potentials

Stefan Böcker, Werner Kirsch and Peter Stollmann

A Survey of Rigorous Results on Random Schrödinger Operators for Amorphous Solids

Hajo Leschke, Peter Müller and Simone Warzel

The Parabolic Anderson Model

Jürgen Gärtner and Wolfgang König

Random Spectral Distributions

Friedrich Götze and Franz Merkl

Renormalization and Universality for Multitype Population Models

Andreas Greven

Stochastic Insertion-Deletion Processes and Statistical Sequence Alignment

Dirk Metzler, Roland Fleißner, Anton Wakolbinger and Arndt von Haeseler

Branching Processes in Random Environment — A View on Critical and Subcritical Cases

Matthias Birkner, Jochen Geiger and Götz Kersting

Thin Points of Brownian Motion Intersection Local Times

Achim Klenke

Coupling, Regularity and Curvature

Karl-Theodor Sturm

Two Mathematical Approaches to Stochastic Resonance

Samuel Herrmann, Peter Imkeller and Ilya Pavlyukevich

Continuity Properties of Inertial Manifolds for Stochastic Retarded Semilinear Parabolic Equations

Igor Chueshov, Michael Scheutzow and Björn Schmalfuß

The Random Walk Representation for Interacting Diffusion Processes

Jean-Dominique Deuschel

On Worst-Case Investment with Applications in Finance and Insurance Mathematics

Ralf Korn and Olaf Menkens

Random Dynamical Systems Methods in Ship Stability: A Case Study

Ludwig Arnold, Igor Chueshov and Gunter Ochs

Analysis of Algorithms by the Contraction Method: Additive and Max-recursive Sequences

Ralph Neininger and Ludger Rüschendorf

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DOI: 10.1007/b138629

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