A. Nozad

activity

20162023

S L_{n}

- and

P G L_{n}

-character varieties of free groups

14 citations · 27 across the 7 of their papers we have counts for

collaborators

Showing 2019Show all

2 papers · 1 filter

math.AG2019★ 14 cited

Serre polynomials of $S L_{n}$ - and $P G L_{n}$ -character varieties of free groups

Carlos Florentino, Azizeh Nozad, Alfonso Zamora

Let $G$ be a complex reductive group and $X_{r} G$ denote the $G$ -character variety of the free group of rank $r$ . Using geometric methods, we prove that $E(\mathcal{X}_{r…

math.AG2019★ 2 cited

Generating series for the $E$ -polynomials of $G L (n, C)$ -character varieties

Carlos Florentino, Azizeh Nozad, Alfonso Zamora

With G=GL(n,C), let $X_{Γ} G$ be the G-character variety of a given finitely presented group $Γ$ , and let $X_{Γ}^{i r r} G \subset X_{Γ} G$ be the locus of irred…

Serre polynomials of SLn​- and PGLn​-character varieties of free groups

Generating series for the E-polynomials of GL(n,C)-character varieties

Serre polynomials of $S L_{n}$ - and $P G L_{n}$ -character varieties of free groups

Generating series for the $E$ -polynomials of $G L (n, C)$ -character varieties