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Self-intersection local times for generalized grey Brownian motion in higher dimensions
Published 7 Aug 2017 in math.FA and math.PR | (1708.02127v1)
Abstract: We prove that the self-intersection local times for generalized grey Brownian motion $B{\beta,\alpha}$ in arbitrary dimension $d$ is a well defined object in a suitable distribution space for $d\alpha<2$.
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