Towards a Version of Markov’s Theorem for Ribbon Torus-Links in R 4
Damiani, C
(2019)
Towards a Version of Markov’s Theorem for Ribbon Torus-Links in R 4.
In:
Springer Proceedings in Mathematics and Statistics.
KNOTS16, International Conference on KNOTS, 17-23 Jul 2016, International Olympic Academy, Greece.
, pp. 309-328.
ISBN 9783030160302
Abstract
In classical knot theory, Markov’s theorem gives a way of describing all braids with isotopic closures as links in R3. We present a version of Markov’s theorem for extended loop braids with closure in B3S1as a first step towards a Markov’s theorem for extended loop braids and ribbon torus-links in R4.
CORE (COnnecting REpositories)
CORE (COnnecting REpositories)