| Abstract: |
| In this tale, we study the exact controllability of stochasticMaxwell equations. First, the observability inequality for backward stochastic Maxwell equations is established via the\r\nmultiplier method. Combined with duality theory, the exact controllability result of the forward\r\nequations is further proved. It is also shown that the control imposed on the diffusion term cannot\r\nbe weakened. Meanwhile, a numerical method is given for the solution of such an exact control problem to verify the theoretical result |
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