Arithmetic Riemann-Roch and Hilbert-Samuel formulae for pointed stable curves
Abstract
Description
We prove arithmetic Riemann-Roch and Hilbert-Samuel type formulae for pointed stable curves. We give applications to volumes of lattices of integral cusps forms for pointed stable curves of genus 0.
35 pages; in preparation an updated version with properties on the arithmetic psi classes
35 pages; in preparation an updated version with properties on the arithmetic psi classes