On pathwise uniqueness for reflecting Brownian motion in C^(1+γ) domains
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gammadomainspathwiseuniquenessbrowniandifferentialequationgeq3
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Pathwise uniqueness holds for the Skorokhod stochastic differential equation in $C^{1+\gamma}$ domains in $\mathbb{R}^d$ for $\gamma >1/2$ and $d\geq3$.
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