Luis Paris

  1. HOMFLYPT Skein module of singular links.

    Authors: Luis Paris
    Subjects: Geometric Topology
    Abstract

    This paper is a presentation, where we compute the HOMFLYPT Skein module of
    singular links in the 3-sphere. This calculation is based on some results
    previously proved by Rabenda and the author on Markov traces on singular Hecke
    algebras, as well as on classical techniques that allow to pass from the
    framework of Markov traces on Hecke algebras to the framework of HOMFLYPT Skein
    modules. Some open problems on singular Hecke algebras are also presented.

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