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Spectral Compactness and Critical Lorentz Defects for Maxwell--Ohm Evolution with Prescribed Velocity
We establish a spectral weak-to-strong stability criterion and a sharp Sobolev dichotomy for Maxwell--Ohm evolution with prescribed velocity on $\T^d$, $d=2,3$. Uniform spatial spectral tightness, together with weak convergence of each fixed spatial Fourier mode and strong convergence of the electro
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