Equivariant counts of points of the moduli spaces of pointed hyperelliptic curves
Equivariant counts of points of the moduli spaces of pointed hyperelliptic curves
We consider the moduli space \mathcal H_{g,n} of n -pointed smooth hyperelliptic curves of genus g . In order to get cohomological information we wish to make \mathbb S_n -equivariant counts of the numbers of points defined over finite fields of this moduli space. We find recurrence relations in the …