Stochastic analysis on configuration spaces: basic ideas and recent results (1998)

by Michael Röckner
Citations:23 - 4 self

Active Bibliography

10 Analysis and geometry on configuration spaces: The Gibbsian case – S. Albeverio, Yu. G. Kondratiev, M. Röckner - 1998
4 L_p-Analysis Of Finite And Infinite Dimensional Diffusion Operators – Michael Röckner
Strong Uniqueness For Certain Infinite Dimensional Dirichlet Operators And Applications To Stochastic Quantization – Vitali Liskevich, Michael Röckner, Michael R, Abstract Strong - 1998
3 Strong uniqueness for a class of infinite dimensional Dirichlet operators and applications to stochastic quantization – Vitali Liskevich, Michael Röckner - 1997
26 Construction of Diffusions on Configuration Spaces – Zhi-Ming Ma, Michael Röckner
4 Infinite interaction diffusion particles I: Equilibrium process and its scaling limit – Yuri Kondratiev, Eugene Lytvynov, Michael Röckner
11 Uniqueness and non-uniqueness of singular diffusion operators – Andreas Eberle - 1997
2 Tagged particle process in continuum with singular interactions (preprint) available at arXiv:0804.4868v3 – Torben Fattler, Martin Grothaus
49 Analysis and Geometry on Configuration Spaces – S. Albeverio, Yu. G. Kondratiev, M. Röckner - 1997
5 Scaling limit of stochastic dynamics in classical continuous systems – Martin Grothaus, Yuri G. Kondratiev, Eugene Lytvynov, Michael Röckner - 2002
6 Energy image density property and the lent particle method for Poisson measures – Nicolas Bouleau, Laurent Denis
Diffusion approximation for equilibrium Kawasaki dynamics in continuum – Yuri G. Kondratiev, Oleksandr V. Kutoviy, Eugene W. Lytvynov - 2007
Department of Mathematics PREPRINT SERIES 2011/2012 NO: 5 TITLE: ‘CLUSTER POINT PROCESSES ON MANIFOLDS’ – Leonid Bogachev A, Alexei Daletskii B
Laplace operators in deRham complexes associated with measures on configuration spaces – Sergio Albeverio, et al. - 2001
6 On Uniqueness of Invariant Measures for Finite and Infinite Dimensional Diffusions – S. Albeverio, V. Bogachev, M. Röckner - 1998
4 Stochastic Quantization of the Two-Dimensional Polymer Measure – Sergio Albeverio, Yao-zhong Hu, Michael Röckner, Xian Yin Zhou - 1996
and – Sergio Albeverio, Hiroshi Kawabi, Michael Röckner
4 Existence and Uniqueness of invariant measures: an approach via sectorial forms – V. Bogachev, M. Röckner, T. S. Zhang - 1997
Poisson cluster measures: quasi-invariance, – Leonid Bogachev A, Alexei Daletskii B - 803