@inbook {STMAZ.01515776,
    author       = {Norin, N.V.},
    title        = {Commutation relations for mixtures of Gaussian measures.},
    year         = {1995},
    booktitle    = {Exploring stochastic laws. Festschrift in honour of the 70th birthday of Academician Vladimir Semenovich Korolyuk},
    isbn         = {90-6764-196-0},
    pages        = {343-349},
    publisher    = {Utrecht: VSP},
    abstract     = {Summary: The aim of this paper is to establish commutation relations for a class of differentiable measures. This class $M$ consists of mixtures of Gaussian measures of a special type. Note that infinite-dimensional Cauchy measures, Bessel and Riesz potentials, and spherically symmetric measures belong to $M$. The It\^o-Wick decomposition for such measures, previously obtained by the author [in: Frontiers in pure and applied probability II. Front. Pure Appl. Probab. 8, 153-162 (1996; Zbl 0888.60007)] allows us to use explicit calculations as in the case of Gaussian measures.},
    msc2010      = {60B05},
    identifier   = {0960.60006},
}