D. Bessis

activity

20002007

most citedZariski theorems and diagrams for braid groups

59 citations · 131 across the 13 of their papers we have counts for

collaborators

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2 papers · 1 filter

math.GT2006★ 9 cited

Finite complex reflection arrangements are K(pi,1)

David Bessis

Let $V$ be a finite dimensional complex vector space and $W\subseteq \GL(V)$ be a finite complex reflection group. Let $V^{\reg}$ be the complement in $V$ of the reflecting hyperpl…

math.GT2004★ 7 cited

Topology of complex reflection arrangements

David Bessis

Let $V$ 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 $V$ of the reflecting hyperplan…