Asymptotic behavior of the transition density for jump type processes in small time
スポンサーリンク
概要
- 論文の詳細を見る
The Markov process of pure jump type given by S.D.E. has a smooth density under non-degeneracy conditions both on the coefficient and on the Lévy measure of the driving Lévy process. In this case we obtain an estimate of this density when the time parameter is small. In this way we extend the Leandre estimate of the density for pure jump processes.
- 東北大学の論文
著者
関連論文
- A remark on the existence of a diffusion process with non-local boundary conditions
- Orbital Magnetism and current Distribution of Two-Dimensional Electrons under Confining Potential
- Effects of Magnetic Field on Josephson Current in SNS System
- Asymptotic behavior of the transition density for jump type processes in small time
- A small example of non-local operators having no transmission property
- EXISTENCE OF THE DENSITY FOR A SINGULAR JUMP PROCESS AND ITS SHORT TIME PROPERTIES