随机分析与数学物理Workshop系列报告三：Stability of the stochastic Ginzburg-Laudau systems

This talk is concerned with the 3D stochastic Ginzburg-Landau equation with degenerate random forcing. We establish the stability of stochastic systems by investigating  the relationship between invariant measures under the action of transition semigroups corresponding to different set of parameters. Towards this aim a new form of bound on the difference between solutions along with the spectral gap plays a significant role.

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