Longmin Wang

most citedMonotonicity of the speed for biased random walk on Galton-Watson tree

2 citations · 3 across the 3 of their papers we have counts for

collaborators

3 papers

math.PR2016★ 1 cited

Yaglom limit for stable processes in cones

Krzysztof Bogdan, Zbigniew Palmowski, Longmin Wang

We give the asymptotics of the tail of the distribution of the first exit time of the isotropic $α$ -stable Lévy process from the Lipschitz cone in $R^{d}$ . We obtain the Yag…

math.PR2016★ 2 cited

Monotonicity of the speed for biased random walk on Galton-Watson tree

Song He, Wang Longmin, Xiang Kainan

Ben Arous, Fribergh and Sidoravicius \cite{GAV2014} proved that speed of biased random walk $R W_{λ}$ on a Galton-Watson tree without leaves is strictly decreasing for $λ\leq \frac{m_…

math.PR2016

On the exact asymptotics of exit time from a cone of an isotropic $α$ -self-similar Markov process with a skew-product structure

Zbigniew Palmowski, Longmin Wang

In this paper we identify the asymptotic tail of the distribution of the exit time $τ_{C}$ from a cone $C$ of an isotropic $α$ -self-similar Markov process $X_{t}$ with a skew-product s…

Yaglom limit for stable processes in cones

Monotonicity of the speed for biased random walk on Galton-Watson tree

On the exact asymptotics of exit time from a cone of an isotropic α-self-similar Markov process with a skew-product structure

On the exact asymptotics of exit time from a cone of an isotropic $α$ -self-similar Markov process with a skew-product structure