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A-priori bound on parabolic PDE that doesn't depend on end time
Sorry for the omissions. @timur I edited it.
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A-priori bound on parabolic PDE that doesn't depend on end time
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A-priori bound on parabolic PDE that doesn't depend on end time
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A-priori bound on parabolic PDE that doesn't depend on end time
@YangMills yes, $I=[0,2\pi]$.
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A-priori bound on parabolic PDE that doesn't depend on end time