<--- Back to Details
First PageDocument Content
Chow ring / Intersection theory / Adequate equivalence relation / Flat morphism / Ample line bundle / Intersection number / Proper morphism / Sheaf / Algebraic cycle / Abstract algebra / Algebraic geometry / Geometry
Date: 2015-04-03 17:14:26
Chow ring
Intersection theory
Adequate equivalence relation
Flat morphism
Ample line bundle
Intersection number
Proper morphism
Sheaf
Algebraic cycle
Abstract algebra
Algebraic geometry
Geometry

INTERSECTION THEORY Contents 1. Introduction 2. Conventions 3. Cycles

Add to Reading List

Source URL: stacks.math.columbia.edu

Download Document from Source Website

File Size: 462,38 KB

Share Document on Facebook

Similar Documents

Mathematics / Algebra / Academia / Equation / Emmy Noether / Economic model / Elementary algebra / Logarithm / Geometry / Algebraic geometry / Linear algebraic group

Course Algebraic Modelling MTHSecondary Cycle One

DocID: 1rptP - View Document

Graph theory / Planar graphs / Topological graph theory / Graph operations / Algebraic graph theory / Dual graph / Graph / Tree / Cycle / Vertex / Orientation / Hypergraph

MAP EDITING USING A TOPOLOGICAL ACCESS SYSTEM Marvin White U.S. Bureau of the Census

DocID: 1qOpq - View Document

Algebraic geometry / Vasudevan Srinivas / Algebraic K-theory / Projective variety / Algebraic cycle / Curve / Commutative algebra / Proj construction / Module:User:Lesser Cartographies/G

CURRICULUM VITAE Name VASUDEVAN SRINIVAS Date and Place of Birth 6th June, 1958 at Delhi, India Citizenship Indian Present position Senior Professor, Tata Institute of Fundamental Research, Mumbai, India

DocID: 1pt61 - View Document

Graph theory / Topological graph theory / Graph operations / Topological graph / Cycle / Vertex / Orientation / Graph / Planar graphs / Algebraic graph theory / Dual graph / Line graph

Discrete & Computational Geometry manuscript No. (will be inserted by the editor) Erratum to: Improved Enumeration of Simple Topological Graphs Jan Kynˇcl

DocID: 1pdtm - View Document

Algebraic geometry / Cohomological invariant / Chow group / Cohomology / Divisor / Torsor / tale cohomology / Algebraic K-theory / Principal homogeneous space / Algebraic cycle / Rost invariant / Motivic cohomology

521 Documenta Math. Geometric Methods for Cohomological Invariants Pierre Guillot

DocID: 1oZRQ - View Document