24节气的谚语
KSBA compactification of the moduli space of K3 surfaces with a purely non-symplectic
集中培训automorphism of order four梦见买雪糕
期刊名称： Proceedings of the Edinburgh Mathematical Society
作者： Han-Bom Moon,Luca Schaffler
作者机构： Department of Mathematics, Fordham University , New York , NY 10023 USA ( ) ,Department of Mathematics, KTH Royal Institute of Technology , SE-100 44 Stockholm Sweden ( )
年份： 2021年不结婚可以生孩子吗
期号： 第1期
啊怎么组词
大雪将至关键词： K3 surface;stable pair;moduli space;compactification;14J10;14J28;14D06
瓷花瓶摘要：We describe a compactification by KSBA stable pairs of the five-dimensional moduli space of K3 surfaces with a purely non-symplectic automorphism of order four and lattice polarization. The K3 su
企业管理方法rfaces can be realized as the minimal resolution of the double cover of branched along a specific curve. We show that, up to a finite group action, this stable pairs compactification is isomorphic to Kirwan's partial desingularization of the GIT quotient with the symmetric linearization.
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