Name: Theory of generalised biquandles and its applications to generalised knots
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Author: Wenzel, Ansgar
ISBN: 9781540604897

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portada Theory of generalised biquandles and its applications to generalised knots

Theory of generalised biquandles and its applications to generalised knots

Type

Physical Book

Author

Ansgar Wenzel

Publisher

Createspace

Language

English

Pages

154

Format

Paperback

Dimensions

27.9 x 21.6 x 1.0 cm

Weight

0.51 kg.

ISBN13

9781540604897

Synopsis "Theory of generalised biquandles and its applications to generalised knots"

In this thesis we present a range of different knot theories and then generalise them. Working with this, we focus on biquandles with linear and quadratic biquandle functions (in the quad- ratic case we restrict ourselves to functions with commutative coefficients). In particular, we show that if a biquandle is commutative, the biquandle function must have non-commutative coefficients, which ties in with the Alexander biquandle in the linear case. We then describe some computational work used to calculate rack and birack homology.

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Theory of generalised biquandles and its applications to generalised knots - Wenzel, Ansgar

Synopsis "Theory of generalised biquandles and its applications to generalised knots"

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