Title of article
On the pathwise uniqueness for a class of SPDEs driven by Lévy noise in Hilbert spaces
Author/Authors
Zamani ، Majid Department of Mathematics and Computer Sciences - Amirkabir University of Technology , Vaezpour ، S. Mansour Department of Mathematics and Computer Sciences - Amirkabir University of Technology , Salavati ، Erfan Department of Mathematics and Computer Sciences - Amirkabir University of Technology
From page
179
To page
190
Abstract
This paper seeks to prove the pathwise uniqueness of an abstract stochastic partial differential equation in Hilbert spaces driven by both Poisson random measure and the Wiener process with Hölder continuous drift. The main idea is based on the corresponding infinite-dimensional Kolmogorov equation. In addition, the main result is further supported by the help of an example.
Keywords
Poisson Random Measure , Pathwise Uniqueness , Infinite Dimensional Kolmogorov Equations , L´evy Noise
Journal title
International Journal of Nonlinear Analysis and Applications
Journal title
International Journal of Nonlinear Analysis and Applications
Record number
2773601
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