Louis H. Kauffman, Eiji Ogasa
Abstract
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We show a relation between products of knots, which are generalized from the theory of isolated singularities of complex hypersurfaces, and local moves on knots in all dimensions. We discuss the following problem. Let $K$ be a 1-knot which is obtained fro
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We show a relation between products of knots, which are generalized from the theory of isolated singularities of complex hypersurfaces, and local moves on knots in all dimensions. We discuss the following problem. Let $K$ be a 1-knot which is obtained fro
Key concepts: Knot (papermaking), Gravitational singularity, Knot theory, Mathematics, Pure mathematics, Skein relation, Tricolorability, Relation (database)