The unipotent mixing conjecture
arXiv:2305.02287
Abstract
We show that shifted pairs of discrete or continuous low-lying horocycles equidistribute in the product space of two modular curves.
26 pages, small inaccuracy fixed before Prop 5.1
arXiv:2305.02287
We show that shifted pairs of discrete or continuous low-lying horocycles equidistribute in the product space of two modular curves.
26 pages, small inaccuracy fixed before Prop 5.1