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Regular points and the boundary-value problem for a hypoelliptic process in a general smooth domain
We fully describe the set of regular and irregular boundary points for a general hypoelliptic stochastic process $(X(t))_{t\geq0}$ absorbed outside a $C^{3,\,1}$ domain $Ω$. The well-posedness of the associated boundary-value problem on $Ω$ is also established in the classical sense. Let us emphasiz
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