Finite-Volume Scaling of the Quenched Chiral Condensate

In the large-volume limit $V\to \mathrm{\infty }$ with $V<<1\mathrm{/}{m}_{\pi }^4$ the mass-dependent chiral condensate is predicted to satisfy exact finite-volume scaling laws that fall into three major universality classes. We test these analytical predictions with staggered fermions and overlap fermions in gauge field sectors of fixed topological charge $\nu$.