By Luigi Accardi, Yun-Gang Lu, Igor Volovich (auth.), L. Accardi, C. C. Heyde (eds.)
Senior probabilists from all over the world with extensively differing specialities gave their visions of the kingdom in their distinctiveness, why they suspect it's important, and the way they suspect it's going to enhance within the new millenium. the amount contains papers given at a symposium at Columbia college in 1995, yet papers from others no longer on the assembly have been extra to increase the insurance of components. All papers have been refereed.
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Ochs and V. Oseledets. On recurrent co cycles and the non-existence of random fixed points. Report 382, Institut fUr Dynamische Systeme, Universitiit Bremen, 1996. [37J V. 1. Oseledets. A multiplicative ergodic theorem. Lyapunov characteristic numbers for dynamical systems. Trans. Moscow Math. , 19:197-231, 1968. [38J V. 1. Oseledets. Classification of GI(2,R)-valued co cycles of dynamical systems. Report 360, Institut fUr Dynamische Systeme, Universitiit Bremen, 1995. [39J A. Quas. On representations of Markov chains by random smooth maps.
Report 332, Institut fur Dynamische Systeme, Universitiit Bremen, 1995. [42J B. Schmalfu13. A random fixed point theorem based on Lyapunov exponents. Report 349, Institut fUr Dynamische Systeme, Universitiit Bremen, 1995. [43J B. Schmalfu13. The random attractor of the stochastic Lorenz system. Report 367, Institut fur Dynamische Systeme, Universitiit Bremen, 1996. [44J D. Talay. Approximation of upper Lyapunov exponents of bilinear stochastic differential equations. SIAM J. Numer. , 28:1141-1164, 1991.
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