Hello visitor from USA USA - 42 visiting from USA 21 USA China 18 China Singapore 1 Singapore Ireland 1 Ireland Japan 1 Japan
Free Join Now   Chat Now with Members Online

Books, Free Shipping, The Geometry Of Schemes

Posted at: Offers to Sell and Export | Posted on: Mon 12 Jul, 2010 8:43 am | Product Category: Reference books [3760]
books shipping geometry schemes
Products Photos CatalogBooks Shipping Photos Catalog

Product Description:


I Basic Definitions

I.1 Affine Schemes

I.1.1 Schemes as Sets


Schemes as Topological Spaces

I.1.3 An Interlude on Sheaf Theory References for the Theory of Sheaves

I.1.4 Schemes as Schemes (Structure Sheaves)

I.2 Schemes in General

I.2.1 Subschemes

I.2.2 The Local Ring at a Point

I.2.3 Morphisms

I.2.4 The Gluing Construction Projective Space

I.3 Relative Schemes

I.3.1 Fibered Products

I.3.2 The Category of S-Schemes

I.3.3 Global Spec

I.4 The Functor of Points

II Examples

II.1 Reduced Schemes over Algebraically Closed Fields

II. 1.1 Affine Spaces

II.1.2 Local Schemes

II.2 Reduced Schemes over Non-Algebraically Closed Fields

II.3 Nonreduced Schemes

II.3.1 Double Points

II.3.2 Multiple Points Degree and Multiplicity

II.3.3 Embedded Points Primary Decomposition

II.3.4 Flat Families of Schemes




II.3.5 Multiple Lines

II.4 Arithmetic Schemes

II.4.1 Spec Z

II.4.2 Spec of the Ring of Integers in a Number Field

II.4.3 Affine Spaces over Spec Z

II.4.4 A Conic over Spec Z

II.4.5 Double Points in Al

III Projective Schemes

III.1 Attributes of Morphisms

III.1.1 Finiteness Conditions

III.1.2 Properness and Separation

III.2 Proj of a Graded Ring

III.2.1 The Construction of Proj S

III.2.2 Closed Subschemes of Proj R

III.2.3 Global Proj

Proj of a Sheaf of Graded 0x-Algebras

The Projectivization P(ε) of a Coherent Sheaf ε

III.2.4 Tangent Spaces and Tangent Cones

Affine and Projective Tangent Spaces

Tangent Cones

III.2.5 Morphisms to Projective Space

III.2.6 Graded Modules and Sheaves

III.2.7 Grassmannians

III.2.8 Universal Hypersurfaces

III.3 Invariants of Projective Schemes

III.3.1 Hilbert Functions and Hilbert Polynomials

1II.3.2 Flatness Il: Families of Projective Schemes

III.3.3 Free Resolutions

III.3.4 Examples

Points in the Plane

Examples: Double Lines in General and in p3

III.3.5 BEzout's Theorem

Multiplicity of Intersections

III.3.6 Hilbert Series

IV Classical Constructions

V Local Constructions

VI Schemes and Functors



Product Details

Author David Eisebud

Publisher World Publishing Corporation

Isbn 7510004748, 9787510004742

Published January 2010

Pages 294

Size 24k

Edition First

Format Paperback

Language English

Page material gelatine plate paper

Company Contact:

BookWholesale photo
Contact Name: Jing
Company Name: Hangzhou Wholesale Tech Trading Co., Ltd
Email: Email
Tel: 0086-571-86980049
Fax: 0086-571-86980049
Street Address: A-2211, Xinqingnian
Square, Gongshu District, Hangzhou,
310015, China
Website: http://www.book-wholesale.com
Member name: BookWholesale
Country: China-CN China
Member Since: 13 May 2010
Total Leads: 4528 BookWholesale Import Export Business Leads
Business focus: Books, Nonfiction, Fiction, Chinese for Foreigners, Comics, Literature, Textbooks, Language, Cooking, Chinese Classics, Children, Business, Computer
Verify: Safe Import Export Tips
Product Category: Reference books [3760]

Similar LeadsSimilar Suppliers And Manufacturers Import Export Trade Leads

Start Import Export Stories Import Export Startup Stories

Share Your Story & Get Listed at StartImportExport.com

  • SpecsPro LLC: Cathy Huang Of SpecsPro LLC Integrated Sourcing Supply Chain Solutions From USA

Product Classification Navigation Reference books Classification Navigation

Main - Published Products - Printed media - Printed publications - Reference books [3760]
TradersCity Free Import Export Trade Leads B2B Board  Offers to Sell and Export
TradersCity.com shall not be held liable for any user posted/submitted content including but not limited to trade leads, profiles, images, and any other data. TradersCity.com does not and did not verify any of users posted/submitted data nor is implicitly or explicitly recommending these business offers. TradersCity does not verify truthfulness, accuracy, completeness, nor legality of any businesses, services, and leads posted here. TradersCity does not represent Sellers or Buyers in any transaction between users of the website and is unable to make any opinion in regard to their performance in any transaction. TradersCity neither guarantees nor undertakes in any dispute between sellers and buyers. Protect your business from fraud by trading safely