%0 Generic %1 Silver2009a %A Silver, Daniel S. %A Williams, Susan G. %D 2009 %K alexander algebra groups knot-theory topology %T Alexander-Lin twisted polynomials %U http://arxiv.org/abs/0908.1965 %X X.S. Lin's original definition of twisted Alexander knot polynomial is generalized for arbitrary finitely presented groups. J. Cha's fibering obstruction theorem is generalized. The group of a nontrivial virtual knot shown by L. Kauffman to have trivial Jones polynomial is seen also to have a faithful representation that yields a trivial twisted Alexander polynomial.

@misc{Silver2009a, abstract = {X.S. Lin's original definition of twisted Alexander knot polynomial is generalized for arbitrary finitely presented groups. J. Cha's fibering obstruction theorem is generalized. The group of a nontrivial virtual knot shown by L. Kauffman to have trivial Jones polynomial is seen also to have a faithful representation that yields a trivial twisted Alexander polynomial. }, added-at = {2009-08-31T11:45:22.000+0200}, author = {Silver, Daniel S. and Williams, Susan G.}, biburl = {https://www.bibsonomy.org/bibtex/25615dc7a46bec75d8b73d6479f99bdc0/njj}, description = {[0908.1965] Alexander-Lin twisted polynomials}, interhash = {10730e98b773cfba08bacf0f9a14f297}, intrahash = {5615dc7a46bec75d8b73d6479f99bdc0}, keywords = {alexander algebra groups knot-theory topology}, timestamp = {2009-08-31T11:45:22.000+0200}, title = {Alexander-Lin twisted polynomials}, url = {http://arxiv.org/abs/0908.1965}, year = 2009 }