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math.PR2012
Green function estimates for subordinate Brownian motions : stable and beyond
Panki Kim, Ante Mimica
A subordinate Brownian motion is a Lévy process which can be obtained by replacing the time of the Brownian motion by an independent subordinator. In this paper, when the Lapla…
math.PR2012★ 3 cited
Harnack Inequalities for Subordinate Brownian Motions
Panki Kim, Ante Mimica
In this paper, we consider transient subordinate Brownian motion X in R^d, d \geq 1, where the Laplace exponent ϕof the corresponding subordinator satisfies some mild conditions. T…