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Intersection theory

In mathematics, intersection theory is one of the main branches of algebraic geometry, where it gives information about the intersection of two subvarieties of a given variety. The theory for varieties is older, with roots in Bézout's theorem on curves and elimination theory. On the other hand, the topological theory more quickly reached a definitive form.

Products, Topological intersection form & Intersection theory in algebraic geometry

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Topological intersection form

Intersection theory in algebraic geometry

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Intersection theory

Nodes68
Edges67
Triples9
Avg. degree1.97
Density0.029412
Components1

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Intersection theory

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related to Intersection theory in algebraic geometry · 8
Intersection theory → Algebraic Geometry, André Weil's, Foundations, Italian, To, Waerden, William Fulton, Work

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intersection cycles theory one two self-intersection algebraic curve given geometry form number subvarieties equivalence proper plane multiplicities ring product class

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SubjectPredicateObjectConfidenceSrc
a framing of the tangent bundleinstance ofthough this requires additional data0.80text
Intersection theoryrelated to Intersection theory in algebraic geometryWilliam Fulton0.60section
Intersection theoryrelated to Intersection theory in algebraic geometryTo0.60section
Intersection theoryrelated to Intersection theory in algebraic geometryAndré Weil's0.60section
Intersection theoryrelated to Intersection theory in algebraic geometryFoundations0.60section
Intersection theoryrelated to Intersection theory in algebraic geometryAlgebraic Geometry0.60section
Intersection theoryrelated to Intersection theory in algebraic geometryWork0.60section
Intersection theoryrelated to Intersection theory in algebraic geometryWaerden0.60section
Intersection theoryrelated to Intersection theory in algebraic geometryItalian0.60section

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