Add to ORKGAbstract. We compute the E-polynomials of the moduli spaces of representations of the fundamental group of a once-punctured surface of any genus into SL(2,C), for any possible holonomy around the puncture. We follow the geometric technique introduced in [12], based on stratifying the space of representations, and on the analysis of the behaviour of the E-polynomial under fibrations. 1
The aim of this paper is to determine the topology of the variety of representations of the fundamen...
AbstractThis paper describes a linear representation Ф of the mapping class group M, of an orientabl...
Abstract. In this paper we show that fundamental groups of complements of curves are “small ” in the...
We compute the E-polynomials of the moduli spaces of representations of the fundamental group of a o...
We compute the E-polynomials of the moduli spaces of representations of the fundamental group of a c...
We calculate the E-polynomials of certain twisted GL(n,C)-character varieties Mn of Riemann surfaces...
We compute the E-polynomial of the character variety of representations of a rank r free group in SL...
We compute the Hodge polynomials for the moduli space of representations of an elliptic curve with t...
For any branched double covering of compact Riemann surfaces, we consider the associated character v...
We calculate the E-polynomials of certain twisted GL(n,ℂ)-character varieties Mn of Riemann surfaces...
Abstract. We use geometric techniques to explicitly find the topological structure of the space of S...
Abstract. We use geometric techniques to explicitly find the topological structure of the space of r...
We study a compact family of totally elliptic representations of the fundamental group of a punctur...
We study the (relative) SL(2, C)-character varieties of surface groups, and we define the trace syst...
For $G = \mathrm{GL}_2, \mathrm{SL}_2, \mathrm{PGL}_2$ we compute theintersection E-polynomials and ...
The aim of this paper is to determine the topology of the variety of representations of the fundamen...
AbstractThis paper describes a linear representation Ф of the mapping class group M, of an orientabl...
Abstract. In this paper we show that fundamental groups of complements of curves are “small ” in the...
We compute the E-polynomials of the moduli spaces of representations of the fundamental group of a o...
We compute the E-polynomials of the moduli spaces of representations of the fundamental group of a c...
We calculate the E-polynomials of certain twisted GL(n,C)-character varieties Mn of Riemann surfaces...
We compute the E-polynomial of the character variety of representations of a rank r free group in SL...
We compute the Hodge polynomials for the moduli space of representations of an elliptic curve with t...
For any branched double covering of compact Riemann surfaces, we consider the associated character v...
We calculate the E-polynomials of certain twisted GL(n,ℂ)-character varieties Mn of Riemann surfaces...
Abstract. We use geometric techniques to explicitly find the topological structure of the space of S...
Abstract. We use geometric techniques to explicitly find the topological structure of the space of r...
We study a compact family of totally elliptic representations of the fundamental group of a punctur...
We study the (relative) SL(2, C)-character varieties of surface groups, and we define the trace syst...
For $G = \mathrm{GL}_2, \mathrm{SL}_2, \mathrm{PGL}_2$ we compute theintersection E-polynomials and ...
The aim of this paper is to determine the topology of the variety of representations of the fundamen...
AbstractThis paper describes a linear representation Ф of the mapping class group M, of an orientabl...
Abstract. In this paper we show that fundamental groups of complements of curves are “small ” in the...