Did you mean: Tightening Non Simple Paths and Cycles on Surfaces.
Abstract. We describe algorithms to compute the shortest path homo- topic to a given path, or the shortest cycle freely homotopic to a given cycle, ...
Abstract. We describe algorithms to compute the shortest path homotopic to a given path, or the shortest cycle freely homotopic to a given cycle, on an ...
Abstract. We describe algorithms to compute the shortest path homotopic to a given path, or the shortest cycle freely homotopic to a given cycle, ...
We describe algorithms to compute the shortest path homotopic to a given path, or the shortest cycle freely homotopic to a given cycle, on an orientable ...
A path or cycle is tight if it is as short as possible among all homotopic regular paths or cycles. A set of curves is tight if all its curves are tight. From ...
We describe algorithms to compute the shortest path homotopic to a given path, or the shortest cycle freely homotopic to a given cycle, on an orientable ...
Tightening Nonsimple Paths and Cycles on Surfaces - ResearchGate
www.researchgate.net › ... › Cycling
Oct 22, 2024 · We describe algorithms to compute the shortest path homotopic to a given path, or the shortest cycle freely homotopic to a given cycle, ...
We describe algorithms to compute the shortest path homotopic to a given path, or the shortest cycle freely homotopic to a given cycle, on an orientable ...
Jan 10, 2014 · We describe algorithms to compute the shortest path homotopic to a given path, or the shortest cycle freely homotopic to a given cycle, ...
We prove new upper and lower bounds on the number of homotopy moves required to tighten a closed curve on a compact orientable surface (with or without ...