We study representations of the loop braid group LBn from the perspective of extending representations of the braid group Bn. We also pursue a generalization of the braid/Hecke/Temperlely-Lieb paradigm-uniform finite dimensional quotient algebras of the loop braid group algebras
The braid groups, Bn, were first defined by Emil Artin in 1925 and since then have come to play an i...
Braided fusion categories are algebraic structures with strong ties to the representation theory of ...
The braid groups, Bn, were first defined by Emil Artin in 1925 and since then have come to play an i...
The necklace braid group NBn is the motion group of the n+1 component necklace link Ln in Euclidean ...
We show that representations of the loop braid group arise from Aharonov–Bohm like effects in finite...
We give a simple topological construction of the Burau representations of the loop braid groups. The...
The necklace braid group NBvn is the motion group of the n + 1 component necklace link Lvn in Euclid...
The necklace braid group NBn is the motion group of the n+1 component necklace link Ln in Euclidean ...
The necklace braid group NBvn is the motion group of the n + 1 component necklace link Lvn in Euclid...
In this thesis we study loop braid groups, we explore some of their topological applications and som...
In this thesis we study loop braid groups, we explore some of their topological applications and som...
In this note, we adapt the procedure of the Long-Moody procedure to construct linear representations...
AbstractThis brief report discusses some recent discoveries regarding Artin's braid groups, concentr...
AbstractThe Jones polynomial was originally defined by constructing a Markov trace on the sequence o...
In this paper, we adapt the procedure of the Long-Moody procedure to construct linear representation...
The braid groups, Bn, were first defined by Emil Artin in 1925 and since then have come to play an i...
Braided fusion categories are algebraic structures with strong ties to the representation theory of ...
The braid groups, Bn, were first defined by Emil Artin in 1925 and since then have come to play an i...
The necklace braid group NBn is the motion group of the n+1 component necklace link Ln in Euclidean ...
We show that representations of the loop braid group arise from Aharonov–Bohm like effects in finite...
We give a simple topological construction of the Burau representations of the loop braid groups. The...
The necklace braid group NBvn is the motion group of the n + 1 component necklace link Lvn in Euclid...
The necklace braid group NBn is the motion group of the n+1 component necklace link Ln in Euclidean ...
The necklace braid group NBvn is the motion group of the n + 1 component necklace link Lvn in Euclid...
In this thesis we study loop braid groups, we explore some of their topological applications and som...
In this thesis we study loop braid groups, we explore some of their topological applications and som...
In this note, we adapt the procedure of the Long-Moody procedure to construct linear representations...
AbstractThis brief report discusses some recent discoveries regarding Artin's braid groups, concentr...
AbstractThe Jones polynomial was originally defined by constructing a Markov trace on the sequence o...
In this paper, we adapt the procedure of the Long-Moody procedure to construct linear representation...
The braid groups, Bn, were first defined by Emil Artin in 1925 and since then have come to play an i...
Braided fusion categories are algebraic structures with strong ties to the representation theory of ...
The braid groups, Bn, were first defined by Emil Artin in 1925 and since then have come to play an i...
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