2 citations · 3 across the 3 of their papers we have counts for
3 papers
math.CO2008
Geometry of configuration spaces of tensegrities
Franck Doray, Oleg Karpenkov, Jan Schepers
Consider a graph G with n vertices. In this paper we study geometric conditions for an n-tuple of points in R^d to admit a tensegrity with underlying graph G. We introduce and inve…
math.AG2008★ 1 cited
On the Hard Lefschetz property of stringy Hodge numbers
Jan Schepers
For projective varieties with a certain class of 'mild' isolated singularities and for projective threefolds with arbitrary Gorenstein canonical singularities, we show that the str…
math.AG2007★ 2 cited
Stringy E-functions of hypersurfaces and of Brieskorn singularities
J. Schepers, W. Veys
We show that for a hypersurface Batyrev's stringy E-function can be seen as a residue of the Hodge zeta function, a specialization of the motivic zeta function of Denef and Loeser.…