Lines on $K3$–Quartics Via Triangular Sets

期刊论文
出版模式：

开放获取
发表日期：

2024年10月6日

查看全文

Alex Degtyarev,
Sławomir Rams

摘要

We prove the sharp upper bound of at most 52 lines on a complex $K3$ $K 3$ –surface of degree 4 with a non-empty singular locus. We also classify the configurations of more than 48 lines on smooth complex quartics.

Lines on \(K3\)–Quartics Via Triangular Sets

摘要