An L_p-theory of stochastic parabolic equations with the random fractional Laplacian driven by Lévy processes

Details An L_p-theory of stochastic parabolic equations with the random fractional Laplacian driven by Lévy processes An L_p-theory of stochastic parabolic equations with the random fractional Laplacian driven by Lévy processes

2011-11-21

arxiv.org/abs/1111.4712v1

Mathematics

Probability

Scientific paper

In this paper we give an $L_p$-theory for stochastic parabolic equations with
random fractional Laplacian operator. The driving noises are general L\'evy
processes.

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