WebIn Physical Knots: Knotting, Linking, and Folding of Geometric Objects in R3, American Mathematical Society, 287–311, 2002. ... Minimal knotted polygons on the cubic lattice. Journal of Knot Theory and Its Ramifications, 02(04):413–425, 1993. Webknot, as a state of this quantum knot system, represents the state of such a knotted closed piece of rope, i.e., the particular spacial configuration of the knot tied in the rope. The …
Lattice Knot Fringe Tutorial – Hooks, Books, & Wanderlust
WebWe similarly define the lattice stick number sL(G) of spatial graphs G with vertices of degree at most six (necessary for embedding into the cubic lattice), and present an upper bound in terms of the crossing number c(G) sL(G) ≤ 3c(G) + 6e - 4v - 2s + 3b + k, where G has e edges, v vertices, s cut-components, b bouquet cut-components, and k knot components.", Web295 Likes, 66 Comments - Beth Hee (@beth.hee) on Instagram: "Day 3️⃣: #AloBoutIconicAsanas Triangles!!! ️ ️ . . These are starting to ge..." hattons gold price uk
Knot lattice homology in L-spaces - arxiv.org
WebThis lattice arc presentations of knots are very useful to construct lattice knots in Z 3 . ... View in full-text. Context 3... We begin with a lattice arc presentation of K with a(K) ... WebA Brunnian theta-curve is a nontrivial theta-curve that becomes a trivial knot if any one edge is removed. In this paper we obtain qualitative results of these theta-curves, using the lattice stick number which is the minimal number of sticks glued end-to-end that are necessary to construct the theta-curve type in the cubic lattice. WebLattice knots in a slab This article has been downloaded from IOPscience. Please scroll down to see the full text article. J. Stat. Mech. (2012) P09004 (http ... boott cotton mills museum lowell