Exact computation for existence of a knot counterexample
Archivos
Fecha
Autores
Directores
Editores
Otras autorías
Unidades organizativas
Handle
https://riunet.upv.es/handle/10251/118975
Cita bibliográfica
Marinelli, K.; Peters, TJ. (2019). Exact computation for existence of a knot counterexample. Applied General Topology. 20(1):251-264. https://doi.org/10.4995/agt.2019.10928
Titulación
Resumen
[EN] Previously, numerical evidence was presented of a self-intersecting Bezier curve having the unknot for its control polygon. This numerical demonstration resolved open questions in scientic visualization, but did not provide a formal proof of self-intersection. An example with a formal existence proof is given, even while the exact self-intersection point remains undetermined.
Palabras clave
Fuente
Applied General Topology issn: 1576-9402
