This paper is devoted to investigate $p$th moment exponential stability of impulsive stochastic delayed differential systems with average-delay impulses by using average dwell time (ADT) as well as average impulsive delay (AID) condition. The main idea of the research is to overcome the influences caused by time-varying delay in continuous dynamics and handle average-delay impulses integrally. Some new criteria based on the related systems are derived, which extends many models and looses some restrictions compared with existing works. Furthermore, two examples are discussed to account for the validity of the theoretical results.

中文翻译：

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具有无限延迟或有限延迟和平均延迟脉冲的脉冲随机延迟微分系统的稳定性分析

本文致力于调查 $磷$通过使用平均停留时间 (ADT) 以及平均脉冲延迟 (AID) 条件，具有平均延迟脉冲的脉冲随机延迟微分系统的 th 矩指数稳定性。研究的主要思想是克服连续动力学中时变延迟的影响，整体处理平均延迟脉冲。一些基于相关系统的新标准被推导出来，与现有作品相比，它扩展了许多模型并放松了一些限制。此外，讨论了两个例子来说明理论结果的有效性。