Where the Links--Gould invariant first fails to distinguish nonmutant prime knots

David De Wit, Jon Links

Type: Preprint

Publication Date: 2005-01-01

Citations: 0

DOI: https://doi.org/10.48550/arxiv.math/0501224

View Publication

Locations

arXiv (Cornell University) - View
DataCite API - View

Similar Works

Action	Title	Year	Authors
+ PDF Chat	WHERE THE LINKS–GOULD INVARIANT FIRST FAILS TO DISTINGUISH NONMUTANT PRIME KNOTS	2007	David De Wit Jon Links
+ PDF Chat	Automatic Evaluation of the Links–Gould Invariant for all Prime Knots of up to 10 Crossings	2000	David De Wit
+	Using the HOMFLY-PT polynomial to compute knot types	2023	Eric J. Rawdon Robert G. Scharein
+	Automatic Evaluation of the Links-Gould Invariant for all Prime Knots of up to 10 Crossings	1999	David De Wit
+	The Links-Gould Invariant	1999	David De Wit
+	The Links-Gould Invariant	1999	David De Wit
+	The Links-Gould Invariant	1999	David De Wit
+ PDF Chat	A Symmetry Motivated Link Table	2018	Shawn Witte Michelle Flanner Mariel Vázquez
+	Mutation and the colored Jones polynomial	2006	A. Stoimenow T. Tanaka Daniel Matei
+	A Symmetry Motivated Link Table	2018	Shawn Witte Michelle Flanner Mariel Vázquez
+	CHIRALITY VS. HOMFLY AND KAUFFMAN POLYNOMIALS	2008	Sandy Ganzell Amy V. Kapp
+	Hard to identify (non-)mutations	2006	A. Stoimenow
+	Mutant links distinguished by degree 3 Gauß sums	2000	A. Stoimenow
+	The Links-Gould Invariant of Links	1998	David De Wit Louis H. Kauffman Jon Links
+	The Links-Gould Invariant of Links	1998	David De Wit Louis H. Kauffman Jon Links
+	Detection of Chirality and Mutations of Knots and Links	2011	Pichai Ramadevi
+ PDF Chat	DETECTION OF CHIRALITY AND MUTATIONS OF KNOTS AND LINKS	2011	Ramadevi Pichai
+	Specification of chirality for links and knots	1996	Chengzhi Liang Corinne Cerf Kurt Mislow
+ PDF Chat	On the Links–Gould Invariant of Links	1999	David De Wit Jon Links Louis H. Kauffman
+	Colored HOMFLY polynomials can distinguish mutant knots	2015	Satoshi Nawata P. Ramadevi Vivek Kumar Singh

Works That Cite This (0)

Action	Title	Year	Authors

Works Cited by This (16)

Action	Title	Year	Authors
+	Khovanov Homology and Conway Mutation	2003	Stephan M. Wehrli
+ PDF Chat	Algebraic links and skein relations of the Links-Gould invariant	2004	Atsushi Ishii
+	Minimum Braids: A Complete Invariant of Knots and Links	2004	Thomas A. Gittings
+	The links-Gould invariants of the Kanenobu knots	2003	Atsushi Ishii
+ PDF Chat	Automatic construction of explicit R matrices for the one-parameter families of irreducible typical highest weight representations of Uq[gl(m\|n)]	2002	David De Wit
+	Two variable link polynomials from quantum supergroups	1992	Jon Links M. D. Gould
+ PDF Chat	Knots are determined by their complements	1989	C. McA. Gordon John Luecke
+ PDF Chat	On the Links–Gould Invariant of Links	1999	David De Wit Jon Links Louis H. Kauffman
+	DISTINGUISHING MUTANTS BY KNOT POLYNOMIALS	1996	H. R. Morton Peter R. Cromwell
+	THE LINKS–GOULD INVARIANT OF CLOSED 3-BRAIDS	2004	Atsushi Ishii