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Merge Trees of Length-Filtered Lattice Knot Spaces

Ozawa, Makoto
arXiv (All) · Papers
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combinatoricsgeometric-topology
We study lattice-filtered move graphs as finite-state models for knot types under a length cap. At level $N$, vertices are lattice polygons of a fixed knot type with length at most $N$, modulo orientation-preserving lattice isometries, and edges are local moves. The first level at which two initial
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