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OverviewFull Product DetailsAuthor: Ian M Davies (Univ Of Wales Swansea, Uk) , K David Elworthy (Univ Of Warwick, Uk) , Aubrey Truman (Univ Of Wales Swansea, Uk)Publisher: World Scientific Publishing Co Pte Ltd Imprint: World Scientific Publishing Co Pte Ltd ISBN: 9789810225605ISBN 10: 9810225601 Pages: 520 Publication Date: 01 March 1996 Audience: Professional and scholarly , Professional & Vocational Format: Hardback Publisher's Status: Active Availability: To order Stock availability from the supplier is unknown. We will order it for you and ship this item to you once it is received by us. Table of ContentsLogarithmic Sobolev inequalities of submanifolds in Weiner space, S. Aida; strong quantum Markov processes and the Dirichlet problem, S. Attal; on stochastic generators of completely positive cocycles, V.P. Belavkin; stochastic flows of diffeomorphisms, Z. Brzeniak; a probabilistic little Picard theorem and Gromov's hyperbolic manifolds, M. Cranston; Riemanniam geometry on path space, A.B. Cruzeiro; Lie bracket on path spaces, B. Driver; random polynomials, K. Farahmand; evolution equations in the theory of statistical manifolds, B. Grigelionis; analysis in path and loop spaces, E.P. Hsu; another proof of log-Sobolev inequalities for heat kernels, Y.Z. Hu; stochastic flows with self-similar property, H. Kunita; stochastic Weiss-Zumino-Witten models over a symplectic manifold, R. Leandre; large deviations for solutions of sde's, S. Makhno; combined stochastic control and impulse control, with an application to economics, B. Oksendal; non-smooth flows on the Weiner space with applications, G. Peters; causal and non-causal stochastic calculus - a unified approach, F. Russo; transformations of smooth measures, O.G. Smolianov; on measures invariant under evolution in Hilbert space, V. Steblovskaya; the weakly reinforced random walk - limit theorems, B. Toth; second quantization of random isometries, A.S. Ustunel; on large deviation of average principle, A. Veretinnikov; Euclidean random fields as convoluted generalized white noise, J.L. Wa; Maupertius least action principle for diffusions, J.C. Zambrini; large deviations for diffusions without continuity coefficients, W. Zheng; Gaussian behaviour of some modified Domb-Joyce models in high dimensions, X.Y. Zhou.ReviewsAuthor InformationTab Content 6Author Website:Countries AvailableAll regions |