A Kneser-type theorem for backward doubly stochastic differential equations

论文发布时间：[2010-01-26] 范文大全编辑：Voive.net

所有作者：石玉峰朱庆峰

作者单位：山东大学数学学院

论文摘要：A class of backward doubly stochastic differential equations (BDSDEs in short) with continuous coefficient is studied。 We give the comparison theorem， the existence of the maximal solution and the structure of solutions to BDSDEs with continuous coefficient。 A Kneser-type theorem for BDSDEs is obtained。 We show that there is either unique or uncountable solutions for this kind of BDSDEs。

关键词： Backward doubly stochastic differential equations comparison theorem maximal solution Kneser-type th

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