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math.PR2016
Malliavin Calculus for non Gaussian differentiable measures and surface measures in Hilbert spaces
Giuseppe Da Prato, Alessandra Lunardi, Luciano Tubaro
We construct surface measures in a Hilbert space endowed with a probability measure . The theory fits for invariant measures of some stochastic partial differential equations su…
math.PR2016★ 5 cited
Construction of a surface integral under local Malliavin assumption and integration by parts formulae
Stefano Bonaccorsi, Giuseppe Da Prato, Luciano Tubaro
In this paper, we consider convex sets in an infinite dimensional Hilbert space, where is suitably related to a reference Gaussian measure in . We fi…