Conformable fractional stochastic differential equation with noninstantaneous impulse and Poisson jump via nonlocal condition is studied. Controllability for the considered problem is constructed. The required results are established based on fractional calculus, stochastic analysis, and Sadovskii’s fixed point theorem. Moreover, an example is provided to illustrate the applicability of the results.

中文翻译：

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具有非瞬时脉冲和非局部条件的一致分数随机演化系统的构造可控性

研究了非局部条件下具有非瞬时脉冲和泊松跳跃的一致分数随机微分方程。构建了所考虑问题的可控性。所需结果是基于分数阶微积分、随机分析和萨多夫斯基不动点定理建立的。此外，还提供了一个例子来说明结果的适用性。