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simple-random-walk
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On large deviations for the cover time of two-dimensional torus
Let Tn be the cover time of two-dimensional discrete torus Z2 n = Z2=nZ2. We prove that P[Tn 4 n2 ln2 n] = exp(n2(1 p )+o(1)) for 2 (0; 1). One of the main methods...
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