B-值广义泛函值函数的Bochner-wick积分的Fubini定理

摘要

Banach space-valued generalized functionals of white noise are a class of form important vector-valued generalized functionals of white noise. The necessary and sufficient condition for the integrability of the Bochner-wick integrals of function valued in B-valued generalized functionals of white noise was discussed, and then the Fubini theorem for this integral was given.%Banach空间值白噪声广义泛函是一类重要的向量值白噪声广义泛函,讨论Banach空间值白噪声广义泛函值函数Bochner-wick可积的充分必要条件,建立此类积分的Fubini定理.