10 citations · 24 across the 6 of their papers we have counts for
9 papers
Topology of complex reflection arrangements
David Bessis
Let be a finite dimensional complex vector space and $W\subset \GL(V)$ be a finite complex reflection group. Let $V^{\reg}$ be the complement in of the reflecting hyperplan…
Non-crossing partitions of type (e,e,r)
David Bessis, Ruth Corran
We investigate a new lattice of generalised non-crossing partitions, constructed using the geometry of the complex reflection group . For the particular case (resp.…
A dual braid monoid for the free group
David Bessis
We construct a quasi-Garside monoid structure for the free group. This monoid should be thought of as a dual braid monoid for the free group, generalising the constructions by Birm…
Explicit presentations for exceptional braid groups
David Bessis, Jean Michel
We give presentations for the braid groups associated with the complex reflection groups and . For the cases of , , and , we give…
Garside structure for the braid group of G(e,e,r)
David Bessis, Ruth Corran
We give a new presentation of the braid group of the complex reflection group which is positive and homogeneous, and for which the generators map to reflections in t…
Variations on Van Kampen's method
David Bessis
We give a detailed account of the classical Van Kampen method for computing presentations of fundamental groups of complements of complex algebraic curves, and of a variant of this…