Higher dimensional slope inequalities

By Anonymous (not verified), 23 January, 2026
Aula
Aula C
Speaker
Luca Tasin
Afferenza
Università di Milano
Descrizione
Abstract. Consider a family of varieties f: X-> T, where T is a curve.  We prove several inequalities about the slope of f, which are generalisations of Xiao and Cornalba-Harris inequalities in the case where X is a surface.  We then apply our results to the KSB moduli space of stable varieties to study the ample cone of such spaces. 
The talk is based on a joint work with Giulio Codogni and Filippo Viviani.
 
 
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