Abstract
We discuss a time-dependent generalization of the stationary Ginzburg-Landau theory for two-flavor color superconducting quark matter and its modification in the presence of rotation. General expressions are obtained for the relaxation time-scales of the order parameter and color-magnetic fields and for the dissipative function, which obtains contributions from the relaxation of the order parameter and Ohmic dissipation. We also obtain a stationary equation that governs the penetration of the color-electric field in the color superconductor.
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