On SL(3,$\mathbb C$)-representations of the Whitehead link group

12 Oct 2018 Guilloux Antonin Will Pierre

We describe a family of representations in SL(3,$\mathbb C$) of the fundamental group $\pi$ of the Whitehead link complement. These representations are obtained by considering pairs of regular order three elements in SL(3,$\mathbb C$) and can be seen as factorising through a quotient of $\pi$ defined by a certain exceptional Dehn surgery on the Whitehead link... (read more)

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  • GEOMETRIC TOPOLOGY
  • ALGEBRAIC GEOMETRY