In the framework of the Hudson–Parthasarathy quantum stochastic calculus, we employ a recent generalization of the Michael selection results in the present noncommutative settings to prove that the function space of the matrix elements of solutions to discontinuous quantum stochastic differential inclusion (DQSDI) is arcwise connected.

中文翻译：

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非连续量子随机微分包裹体解集的弧连通性的进一步结果

在 Hudson-Parthasarathy 量子随机演算的框架中，我们在当前非对易设置中采用 Michael 选择结果的最新推广来证明不连续量子随机微分包含 (DQSDI) 解的矩阵元素的函数空间是弧形的连接的。