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Boundary behavior for random walks in cones

Published 25 Mar 2018 in math.PR | (1803.09253v3)

Abstract: We study the asymptotic behavior of zero-drift random walks confined to multidimensional convex cones, when the endpoint is close to the boundary. We derive a local limit theorem in the fluctuation regime.

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Authors (2)

  1. Kilian Raschel 
  2. Pierre Tarrago 

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