This paper deals with one-dimensional anticipated backward stochastic differential equations where the coefficient is left-Lipschitz in $y$ and the anticipated term of $y_{\cdot }$. The existence of solutions to the equation as well as a comparison theorem is obtained.

中文翻译：

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左Lipschitz系数的预期后向随机微分方程

本文处理一维预期反向随机微分方程，其中系数为左-Lipschitz $ÿ$ 和预期的期限 ${ÿ}_{\cdot }$。得到了方程解的存在性以及比较定理。