Weak uniqueness of martingale solutions to stochastic partial differential equations in Hilbert spaces

Q4 Mathematics
V. Mandrekar, U. V. Naik-Nimbalkar
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引用次数: 0

Abstract

We prove the uniqueness of martingale solutions for stochastic partial differential equations generalizing the work in Mandrekar and Skorokhod (1998). The main idea used is to reduce this problem to the case in Mandrekar and Skorokhod using the techniques introduced in Filipović et al. (2010).
Hilbert空间中随机偏微分方程鞅解的弱唯一性
推广了Mandrekar和Skorokhod(1998)的工作,证明了随机偏微分方程鞅解的唯一性。使用的主要思想是使用filipoviki et al.(2010)中介绍的技术将这个问题减少到Mandrekar和Skorokhod的情况。
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来源期刊
Theory of Stochastic Processes
Theory of Stochastic Processes Mathematics-Applied Mathematics
CiteScore
0.20
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