The present talk is devoted to some results for the stochastic Magneto-hydrodynamic(MHD)equations.The global well-posedness and the existence of the random
The Morse decomposition theorem states that a compact invariant set of a given flow can be decomposed into finite invariant compact subsets and connecting o
By estimating the coefficients functions in the stochastic energy equality,the existence and uniqueness of mild solutions to SEEs under local non-Lipschitz
Impact of correlated noises on dynamical systems is investigated by considering Fokker-Planck type equations under the fractional white noise measure,which
Based on the bilinear form,a new class of exact solutions of two(3+1)-dimensional generalized B-type Kadomtsev-Petviashvili equations is obtained by means o