A topological structure of the solution set to differential inclusions withimpulses at variable times is investigated. In order to do that an appropriateBanach space is defined. It is shown that the solution set is an$R_{\delta}$-set. Results are new also in the case of~differential equationswith impulses at variable times.
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机译：研究了在可变时间具有脉冲的微分包含的解的拓扑结构。为了做到这一点，定义了适当的Banach空间。显示解决方案集是$ R _ {\ delta} $-set。在具有可变时间脉冲的微分方程的情况下，结果也是新的。
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