Knot Theoretic Closure for a Definite Metric in a Finite Time

Abstract

Any topological space endowed with a metric (H,g) for a Euler-Poincare^ polyhedral equation RHS of X≡2-2g=0 for the throat ∂ can twist in and out from the genus by making a knot for a time evolution {T↗}≪∞ for a transition from ΛN to NM. KEYWORDS: Genus,Twist,Closure,Knot