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Fenn, Roger - Department of Mathematics, University of Sussex
AN INTRODUCTION TO SPECIES AND THE RACK SPACE Math Dept Sussex University Brighton BN1 9QH UK
Trunks and Classifying Spaces Introduction Trunks and Classifying Spaces
QUATERNIONIC INVARIANTS of VIRTUAL KNOTS and LINKS
Ordering the braid groups Roger Fenn, Michael T Greene, Dale Rolfsen
Racks and Links in Codimension 2 Introduction RACKS AND LINKS IN CODIMENSION TWO
Journal of Knot Theory and Its Rami cations World Scienti c Publishing Company
An Elementary Introduction to the Theory of Braids by Roger Fenn
The Braid--Permutation Group Introduction THE BRAID--PERMUTATION GROUP
Biquandles and Virtual Links Roger Fenn 1 , Mercedes Jordan-Santana 2 y , Louis Kau man 3 ,
April 22, 2005 GENERALIZED QUATERNIONS and
Centralisers in the braid group Abstract Centralisers in the braid group
ON THE CLASSIFICATION OF CLASSICAL LINKS ROGER FENN 1 , COLIN ROURKE 2 ,
The Euclidean Axioms for the Plane Chapter 3 3 The Geometry of the Euclidean Plane
Singular Braids Introduction The Singular Braid Monoid Embeds in a Group
James bundles Colin Rourke
