您好,欢迎光临有路网!
代数几何基础教程
QQ咨询:
有路璐璐:

代数几何基础教程

  • 作者:本社
  • 出版社:世界图书出版社
  • ISBN:9787506247146
  • 出版日期:2000年06月01日
  • 页数:328
  • 定价:¥59.00
  • 猜你也喜欢

    分享领佣金
    手机购买
    城市
    店铺名称
    店主联系方式
    店铺售价
    库存
    店铺得分/总交易量
    发布时间
    操作

    新书比价

    网站名称
    书名
    售价
    优惠
    操作

    图书详情

    • 出版社
    • ISBN
      9787506247146
    • 作者
    • 页数
      328
    • 出版时间
      2000年06月01日
    • 定价
      ¥59.00
    • 所属分类
    内容提要
    本书目录简介:1.AffineandProjectiveVarieties;2.RegularFunctionsandMaps;3.ConesProjections,andMoreAboutProducts;4.FamiliesandParameterSpaces等。
    目录
    Preface
    Acknowledgments
    Using This Book
    PART I: EXAMPLES OF VARIETIES AND MAPS
    LECTURE 1 Affine and Projective Varieties
    LECTURE 2 Regular Functions and Maps
    LECTURE 3 Cones, Projections, and More About Products
    LECTURE 4 Families and Parameter Spaces
    LECTURE 5 Ideals of Varieties, Irreducible Decomposition, and the Nullstellensatz
    LECTURE 6 Grassmannians and Related Varieties
    LECTURE 7 Rational Functions and Rational Maps
    LECTURE 8 More Examples
    LECTURE 9 Determinantal Varieties
    LECTURE 10 Algebraic Groups
    PART II: ATTRIBUTES OF VARIETIES
    LECTURE 11 Definitions of Dimension and Elementary Examples
    LECTURE 12 More Dimension Computations
    LECTURE 13 Hilbert Polynomials
    LECTURE 14 Smoothness and Tangent Spaces
    LECTURE 15 Gauss Maps, Tangential and Dual Varieties
    LECTURE 16 Tangent Spaces to Grassmannians
    LECTURE 17 Further Topics Involving Smoothness and Tangent Spaces
    LECTURE 18 Degree
    LECTURE 19 Further Examples and Applications of Degree
    LECTURE 20 Singular Points and Tangent Cones
    LECTURE 21 Parameter Spaces and Moduli Spaces
    LECTURE 22 QuadricsHints for Selected Exercises
    References
    Index
    编辑推荐语
    This book is based on one-semester courses given at Harvard in 1984, at Brown in 1985, and at Harvard in 1988. It is intended to be, as the title suggests, a first introduction to the subject. Even so, a few words are in order about the purposes of the book. Algebraic geometry has developed tremendously over the last century. During the 19th century, the subject was practiced on a relatively concrete, down-to-earth level; the main objects of study were projective varieties, and the techniques for the most part were grounded in geometric constructions. This approach flourished during the middle of the century and reached its culmination in the work of the Italian school around the end of the 19th and the beginning of the 20th centuries.Ultimately, the subject was pushed beyond the limits of its foundations: by the end of its period the Italian school had progressed to the point where the language and techniques of the subject could no longer serve to express or carry out the ideas of its best practitioners.

    本书为英文版。

    与描述相符

    100

    北京 天津 河北 山西 内蒙古 辽宁 吉林 黑龙江 上海 江苏 浙江 安徽 福建 江西 山东 河南 湖北 湖南 广东 广西 海南 重庆 四川 贵州 云南 西藏 陕西 甘肃 青海 宁夏 新疆 台湾 香港 澳门 海外