《代数几何初步》第2版[DJVU]

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代数几何引论,.van.der.Waerden,.科学出版社,.2ed,.2008._WPCBJ_.chs.djvu	4.49 MB
代数几何.初步,.李克正,.科学出版社,.2004_WPCBJ_.chs.djvu	2.89 MB
Demailly,.J-P,.Analytic.Methods.in.Algebraic.Geometry,.HEP,.IP,.2010,.238s._WPCBJ_.djvu	1.73 MB
Deformations.of.Algebraic.Schemes.-.Sernesi.(Grundlehren.der.mathematischen.Wissenschaften)Springer,.2006.pdf	2.46 MB
Arbarello,.Cornalba,.Griffiths,.Geometry.of.Algebraic.Curves,.Vol.II,.Springer,.2011.pdf	6.42 MB
Fu.Lei,.Algebraic.Geometry,.TUP,.Springer,.2006.djvu	2.11 MB
Barth,.Hulek,.Peters,.Van.de.Ven.-.Compact.Complex.Surfaces.-2ed,.EMG.4,.Springer,.2004,.437s.djvu	24.98 MB
Algebraic.Geometry.over.the.Complex.Numbers,.Donu.Arapura,..Springer,.2012.pdf	4.23 MB
Introduction.to.Algebraic.Geometry,.Brendan.Hassett,.CUP,.2007.pdf	1.11 MB
Advances.in.Moduli.Theory.(Translations.of.Mathematical.Monographs).(Yuji.Shimizu,.Kenji.Ueno).AMS,.2002.djvu	2.41 MB
Convex.Bodies.and.Algebraic.Geometry.An.Introduction.to.the.Theory.of.Toric.Varieties,.Tadao.Oda,.Springer,.1988.djvu	3.15 MB
Introduction.to.Singularities.and.Deformations,.Greuel,.Lossen,.Shustin,.Springer,.2007.pdf	5.17 MB
Abstract.Algebra,.Prabhat.Choudhary,.2008,.317s.pdf	15.22 MB
Algorithms.in.Real.Algebraic.Geometry,.Basu,.Pollack,.Roy,.2ed,.Springer,.2006.pdf	5.54 MB
Arithmetic.Geometry,.G..Cornell,.J..H..Silverman,.eds..Springer,.1986.djvu	6.97 MB
Non-abelian.Fundamental.Groups.and.Iwasawa.Theory,.Coates,.Kim,.Pop,.Saïdi,.Schneider,.CUP,.2012.pdf	1.96 MB
Noncommutative.Geometry.and.Number.Theory.Where.Arithmetic.meets.Geometry.and.Physics,.Consani,.Marcolli,.Vieweg,.2006.pdf	6.40 MB
Theory.of.p-adic.Distributions.Linear.and.Nonlinear.Models,.Albeverio,.Khrennikov,.Shelkovich,.CUP,.2010.pdf	1.99 MB
Hilbert.Modular.Forms.with.Coefficients.in.Intersection.Homology.and.Quadratic.Base.Change,.Getz,.Birkhauser,.2012.pdf	12.17 MB
An.Introduction.to.Invariants.and.Moduli,..Shigeru.Mukai,.W..M..Oxbury,.CUP,.2003.pdf	8.63 MB
Smooth.Compactifications.of.Locally.Symmetric.Varieties,.Ash,.Mumford,.Rapoport,.Tai,.2ed,.CUP,.2010.pdf	1.56 MB
Lectures.on.Algebraic.Categorification,.Volodymyr.Mazorchuk,.EMS,.2012.pdf	1.12 MB
Hulek.K..-.Elementary.Algebraic.Geometry.(AMS,.2003).djvu	1.95 MB
lectures.on.elliptic.curves,.cassels,.cup,.1991,.141s.djvu	910.88 KB
Local.Class.Field.Theory.,.Kenkichi.Iwasawa,.OUP,.1986.djvu	723.06 KB
Mirror.Symmetry.and.Algebraic.Geometry,.Cox,.Katz,.AMS,.1999.djvu	7.07 MB
代数学引论,.基础代数,.Algebra,.Vol.1,.A.I.Kostrikin,.2ed,.2006._WPCBJ_chs.djvu	4.19 MB
代数学引论,.线性代数,.Linear.Algebra,.Vol.2,.A.I.Kostrikin,.3rd,.2008._WPCBJ_chs.djvu	7.14 MB
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djvu 阅读器：
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内容介绍：
本书主要内容包括：n维空间的射影几何、代数函数、平面代数曲线的基本概念和性质、点的概念、一般广义点和代数流形、代数流形不可约分解算法、代数对应这一非常重要概念以及有广泛应用的计算常数原理，代数流形的对应形式和构造方法、重数的概念和流形与超曲面之间交、线性系理论、一种把曲线变成没有重点的曲线位的方法，Bertini定理、著名的Noether定理，Riemann—Roch定理、平面曲线的奇点、包括相交重数、邻近点以及cremona变换对邻近点的影响。
本书适合大学数学系高年级本科生、研究生，以及相关专业的研究人员阅读参考。
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