Closed soliton curves of a third-order curvature flow on the light-cone are classified by rational rotation numbers p/q in (sqrt(2/3),1), with curvature given by the Jacobi elliptic sine function.
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Geometric flows and space-periodic solitons on the light-cone
Closed soliton curves of a third-order curvature flow on the light-cone are classified by rational rotation numbers p/q in (sqrt(2/3),1), with curvature given by the Jacobi elliptic sine function.