Luis Paris

activity

20172025

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math.GR2020

Virtual an arrow Temperley--Lieb algebras, Markov traces, and virtual link invariants

Luis Paris, Loïc Rabenda

Let R f = Z[A $\pm$ 1 ] be the algebra of Laurent polynomials in the variable A and let R a = Z[A $\pm$ 1 , z 1 , z 2 ,. .. ] be the algebra of Laurent polynomials in the variable A…

math.GR2017

Note on residual finiteness of Artin groups

Luis Paris, Ruben Blasco-Garcia, Arye Juhasz

Let $A$ be an Artin group. A partition $P$ of the set of standard generators of $A$ is called admissible if, for all $X, Y \in P$ , $X \neq = Y$ , there is at most o…