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首页> 外文期刊>Infinite dimensional analysis, quantum probability, and related topics >STOCHASTIC INTEGRATION WITH RESPECT TO THE CYLINDRICAL WIENER PROCESS VIA REGULARIZATION
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STOCHASTIC INTEGRATION WITH RESPECT TO THE CYLINDRICAL WIENER PROCESS VIA REGULARIZATION

机译:通过调节对圆柱维纳过程进行随机积分

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摘要

Following the ideas of F. Russo and P. Vallois, we use the notion of forward integral to introduce a new stochastic integral respect to the cylindrical Wiener process. This integral is an extension of the classical integral. As an application, we prove existence of solution of a parabolic stochastic differential partial equation with anticipating stochastic initial date.
机译:遵循F. Russo和P. Vallois的思想,我们使用前向积分的概念为圆柱维纳过程引入了新的随机积分。该积分是经典积分的扩展。作为一个应用,我们证明了抛物线型随机微分方程的解具有预期的随机初始日期。

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