Height and Intersection for a family of semi-stable curves
Shu Kawaguchi
Abstract
In this paper, we consider an arithmetic Hodge index theorem for a family of semi-stable curves f: X B with f C being smooth, generalizing Faltings-Hriljac's arithmetic Hodge index theorem for an arithmetic surface.
Create a lesson
Related papers
Affine realization of tilted Richardson varieties
Xuhua He, Qingchao Yu
Cetraro lectures on integrable systems and moduli spaces of curves
Alexandr Buryak, Paolo Rossi
A degree-linear upper bound for the Pólya exponent of forms with fixed arity
Yulong Li, Colin Tan
Characterization of A1-Milnor numbers of small rank
C-Y. Jean Chan, Thomas Hagedorn, Joel Louwsma et al.
The canonical class and Chern character operators on Hilbert schemes of points
Wei-Ping Li, Zhongyi Shi
The fifteenth cohomology group of moduli spaces of stable curves
Amy Bradford, Aitor Iribar López, Andreas Kretschmer et al.