In this paper we study the stochastic partial differential systems of divergence type with C1 space domains in Rd . Existence and uniqueness results are obtained in terms of Sobolev spaces with weights so that we allow the derivatives of the solution to blow up near the boundary. The coefficients of the systems are only measurable and are allowed to blow up near the boundary.
- Divergence type
- Stochastic parabolic partial differential systems
- Weighted Sobolev spaces
ASJC Scopus subject areas
- Statistics and Probability
- Statistics, Probability and Uncertainty