DEGENERATIONS OF<i>K</i>3 SURFACES AND ENRIQUES SURFACES 论文
1977Mathematics of the USSR-Izvestiya引用 251
Algebraic Geometry and Number TheoryCommutative Algebra and Its ApplicationsPolynomial and algebraic computation
详细信息
- 发表期刊/会议
- Mathematics of the USSR-Izvestiya
- 发表日期
- 1977-10-31
- 发表年份
- 1977
关键词
Algebraic Geometry and Number TheoryCommutative Algebra and Its ApplicationsPolynomial and algebraic computation
摘要
In this paper we study good (semistable) degenerations of K3 surfaces (m = 1) and Enriques surfaces (m = 2). We obtain a classification of such degenerations under the condition that the m-canonical class is trivial. We show that for each good degeneration there exists a modification satisfying this condition. Bibliography: 14 titles.