The infinity-elastica problem, minimizing the L-infinity norm of curvature under length and boundary constraints, is characterized by an ODE system and classified into planar concatenations or three-dimensional helical arcs.
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Structure and classification results for the $\infty$-elastica problem
The infinity-elastica problem, minimizing the L-infinity norm of curvature under length and boundary constraints, is characterized by an ODE system and classified into planar concatenations or three-dimensional helical arcs.