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time inthe stochastic process). then we can ... probability-theory measure-theory stochastic-processes solution-verification asked hours ago jacobsonradical silver badges bronze badges votes answers views "chapman-kolmogorov"-convolution vs. smoothness let $k:\mathbb{r}^n \times \mathbb{r}^n \to \mathbb...
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bronze badges votes answer views the closure of an open $n$-ball suppose $u$ is a bounded open set in $\mathbb r^n$ which is diffeomorphic to an open $n$-ball. can we prove the closure $ar u$ is diffeomorphic to the closed $n$-ball $ar b$?...
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