asymptotic analysis 1levy processes 1relativistic stable processes 1stochastic resetting 1transition densities 1
From the 1 of 3 linked papers with an AI index.
3 papers
math.PR2026
Asymptotics of transition densities for Lévy processes with stochastic resetting
Kacper Budnik, Tomasz Grzywny, PaweÅ Sztonyk
The paper derives an explicit formula for the distribution of Lévy processes that undergo stochastic resetting and studies how their transition densities behave asymptotically.
math.SP2025
Decay of resolvent kernels and Schrödinger eigenstates for Lévy operators
Kamil Kaleta, René L. Schilling, PaweŠSztonyk
We study the spatial decay behaviour of resolvent kernels for a large class of non-local Lévy operators and bound states of the corresponding Schrödinger operators. Our findings…
math.PR2024
Nonlocal operators with Neumann conditions
Krzysztof Bogdan, Damian FafuÅa, PaweÅ Sztonyk
We construct a strong Markov process corresponding to the Dirichlet form of Servadei and Valdinoci and use the process to solve the corresponding Neumann boundary problem for the f…