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Extending previous results of Oh--Zumbrun and Johnson--Zumbrun, we show thatspectral stability implies linearized and nonlinear stability of spatiallyperiodic traveling-wave solutions of viscous systems of conservation laws forsystems of generic type, removing a restrictive assumption that wave speed beconstant to first order along the manifold of nearby periodic solutions.

Nonlinear stability of periodic traveling wave solutions of systems of viscous conservation laws in the generic case