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作者:Capinski, M; Cutland, NJ
作者单位:University of Hull
摘要:For 2-D stochastic Navier-Stokes equations on the torus with multiplicative noise we construct a perfect cocycle and show the existence of global random compact attractors. The equations considered do not admit a pathwise method of solution.
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作者:Lahiri, SN
作者单位:Iowa State University
摘要:A spatial cumulative distribution function (F) over cap(infinity) (say) is a random distribution function that provides a statistical summary of random field over a given region. This paper considers the empirical predictor of (F) over cap(infinity) based on a finite set of observations from a region in R-d under a uniform sampling design. A functional central limit theorem is proved for the predictor as a random element of the space D[-infinity, infinity]. A striking feature of the result is ...
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作者:Bertoin, J
作者单位:Sorbonne Universite
摘要:We investigate the nature of the intersection of two independent regenerative sets. The approach combines Bochner's subordination and potential theory for a pair of Markov processes in duality.