1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.RA2003
Non-commutative covers and the modular group
Lieven Le Bruyn, Jan Adriaenssens
We use non-commutative geometry to study the bulk of finite dimensional representations of the modular group SL(2,Z). We give specific 2n-parameter families of 6n-dimensional repre…
math.AG2000
Smooth Character Varieties for Torus Knot Groups
Jan Adriaenssens, Raf Bocklandt, Geert Van de Weyer
Semisimple representations of the free product Z_p*Z_q determine θ-semistable representations of a specific quiver Q_pq. The dimension vectors of θ-stable representations of this q…
math.RT2000★ 1 cited
Local quivers and stable representations
Jan Adriaenssens, Lieven Le Bruyn
In this paper we introduce and study the local quiver as a tool to investigate the etale local structure of moduli spaces of theta-stable representations of quivers. As an applicat…