J. Rosen

activity

20012024

most citedLate points for random walks in two dimensions

42 citations · 145 across the 45 of their papers we have counts for

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Showing 2019Show all

3 papers · 1 filter

math.PR2019

Permanental sequences that are related to a Markov chain example of Kolmogorov

Michael B. Marcus, Jay Rosen

Permanental sequences with non-symmetric kernels that are generalization of the potentials of a Markov chain with state space ${0, 1/2, \dots, 1/ n, \dots}$ that was introduced by…

math.PR2019

Asymptotic properties of permanental sequences

Michael B. Marcus, Jay Rosen

Let $U = {U_{j, k}, j, k \in N}$ be the potential of a transient symmetric Borel right process $X$ with state space $N$ . For any excessive funct…

math.PR2019

Limit law for the cover time of a random walk on a binary tree

Amir Dembo, Jay Rosen, Ofer Zeitouni

Let $T_{n}$ denote the binary tree of depth $n$ augmented by an extra edge connected to its root. Let $C_{n}$ denote the cover time of $T_{n}$ by simple random walk. We prove that $\sqrt…