Brownian Motion on Manifolds and Surface Measures
Partner: Prof. O.G. Smolyanov, Moskau
Förderung durch: DFG, Landes-Graduiertenfoerderung
Kurzfassung
The study of Brownian motion on a manifold is related to flat Brownian motion by considering; the law of the former as a sruface measure induced by the latter on the space of paths; with values in the manifold, the manifold being embedded via Nashs theorem in an Euklidean space.
Veröffentlichungen
- Weizsaecker, Heinrich von; Smolyanov, O. G.; Wittich, O. et al.
- Brownian motion on a manifold as limit of stepwise conditioned standard Brownian motions
- Weizsaecker, H.von; Leandre, R.; Smolyanov, O.G.
- Mathematics - Algebraic Properties of Infinite-Dimensional Differential Forms of Finite Codegree
