V. Wagner

activity

20162020

most citedCensored symmetric Lévy processes

2 citations · 3 across the 4 of their papers we have counts for

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math.PR2016

On purely discontinuous additive functionals of subordinate Brownian motions

Zoran Vondraček, Vanja Wagner

Let $A_{t} = \sum_{s \leq t} F (X_{s -}, X_{s})$ be a purely discontinuous additive functional of a subordinate Brownian motion $X = (X_{t}, P_{x})$ . We give a sufficient condition on the n…

math.PR2016★ 2 cited

Censored symmetric Lévy processes

Vanja Wagner

We examine three equivalent constructions of a censored symmetric purely discontinuous Lévy process on an open set $D$ ; via the corresponding Dirichlet form, through the Feynman-Ka…

math.PR2016

Boundary Harnack principle for the absolute value of a one-dimensional subordinate Brownian motion killed at $0$

Vanja Wagner

We prove the Harnack inequality and boundary Harnack principle for the absolute value of a one-dimensional recurrent subordinate Brownian motion killed upon hitting $0$ , when $0$ i…

On purely discontinuous additive functionals of subordinate Brownian motions

Censored symmetric Lévy processes

Boundary Harnack principle for the absolute value of a one-dimensional subordinate Brownian motion killed at 0

Boundary Harnack principle for the absolute value of a one-dimensional subordinate Brownian motion killed at $0$