A semigroup-theoretic proof of the law of large numbers.
Wentzell Boundary Conditions in the Nonsymmetric Case
Let be a nonsymmetric second order uniformly elliptic operator with generalWentzell boundary conditions. We show that a suitable version of generates a quasicontractive semigroup on an space that incorporates both the underlying domain and its boundary. This extends the earlier work of the authors on the symmetric case.
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