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Separatrix Splitting and Chaotic Dynamics in Collective-Coordinate Reductions of Driven $ϕ^4$ Kinks
We investigate the emergence of chaotic dynamics in collective-coordinate reductions of a driven and spatially modulated $ϕ^4$ field describing the motion of topological kinks. Focusing on finite-dimensional effective models, we consider both translation-only and constraint-consistent two--collectiv
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