Litcius/Paper detail

An arithmetic enrichment of Bézout’s Theorem

Stephen McKean

2021Mathematische Annalen17 citationsDOIOpen Access PDF

Topics & Concepts

MathematicsIntersection theoremIntersection (aeronautics)Algebraically closed fieldProjective spaceComplete intersectionPure mathematicsField (mathematics)Projective testDiscrete mathematicsBrouwer fixed-point theoremFixed-point theoremSpace (punctuation)Intersection theoryCompactness theoremPoint (geometry)Mean value theorem (divided differences)Projective planeFinite fieldComplex projective spaceRelation (database)Bilinear formIntersection numberDanskin's theoremBilinear interpolationFundamental theoremAlgebra over a fieldArzelà–Ascoli theoremFactor theoremQuaternionic projective spaceProjective geometryAlgebraic Geometry and Number TheoryPolynomial and algebraic computationCommutative Algebra and Its Applications
An arithmetic enrichment of Bézout’s Theorem | Litcius