The equivalence between uniqueness and continuous dependence of solution for BDSDEs with continuous

所有作者：朱庆峰 石玉峰

作者单位：山东财政学院统计与数理学院

论文摘要：In this paper， we will prove that， if the coefficient f=f(t，y，z) of backward doubly stochastic differential equations (BDSDEs for short) is assumed to be continuous and linear growth in (y，z)， then the uniqueness of solution and continuous dependence with respect to the coefficients f， g and the terminal value xi are equivalent。

关键词： backward doubly stochastic differential equations uniqueness continuous dependence

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