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	On the regularity of weak solutions to space–time fractional stochastic heat equations Journal article Statistics and Probability Letters,2018, volume: 139, pages: 84-89 Authors: Zou, Guang an; Lv, Guangying; Wu, Jianglun Favorite \| View/Download：2/0 \| Submit date：2023/05/30 Regularity properties Space–time fractional derivative Stochastic heat equations Weak solutions
	Necessary and sufficient conditions for path-independence of Girsanov transformation for infinite-dimensional stochastic evolution equations Journal article Frontiers of Mathematics in China,2014, volume: 9, issue: 3, pages: 601-622 Authors: Wang, Miao; Wu, Jianglun Favorite \| View/Download：2/0 \| Submit date：2023/05/30 Burgers-KPZ type nonlinear equations in infinite dimensions Characterization theorem Fréchet differentiation Galerkin approximation Girsanov transformation infinite-dimensional semi-linear stochastic differential equations path-independence stochastic heat equation