Moduli stacks of curves with a fixed dual graph

2010/07/13 by Edidin, Dan, Fulghesu, Damiano
#14D23 #14H10 #14H37 #Algebraic Geometry (math.AG) #FOS: Mathematics

paper · doi:10.48550/arxiv.1007.2130

Abstract

We consider the stack of stable curves of genus g with a given dual graph and we give an explicit desingularization of its closure in the moduli stack of stable curves. We study in particular the one-dimensional substack of curves with at least 3g-4 nodes.

Related

• One-dimensional substacks of the moduli stack of Deligne-Mumford stable curves
• The one-dimensional stratum in the boundary of the moduli stack of stable curves
• Moduli stacks of permutation classes of pointed stable curves
• The moduli stack of A_r-stable curves
• Moduli of Singular Curves