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## Multi angle  Large time behavior of solutions to 3-D MHD system with initial data near equilibrium Zhang, Ping (Auteur de la Conférence) | CIRM (Editeur )

Given initial data $(b_0, u_0)$ close enough to the equilibrium state $(e_3, 0)$, we prove that the 3-D incompressible MHD system without magnetic diffusion has a unique global solution $(b, u)$. Moreover, we prove that $(b(t) - e_3, u(t))$ decay to zero with rates in both $L^\infty$ and $L^2$ norm. (This is a joint work with Wen Deng).

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