Algebraic stratified general position and transversality | Zendy

Clint McCrory | Zendy; Adam Parusiński | Zendy; Laurenţiu Păunescu | Zendy

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Algebraic stratified general position and transversality

Author(s) -

Clint McCrory,

Adam Parusiński,

Laurenţiu Păunescu

Publication year - 2018

Publication title -

journal of algebraic geometry

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 1.824

H-Index - 50

eISSN - 1534-7486

pISSN - 1056-3911

DOI - 10.1090/jag/713

Subject(s) - transversality , mathematics , algebraic number , algebraic variety , general position , variety (cybernetics) , construct (python library) , position (finance) , interpolation (computer graphics) , pure mathematics , projective test , algebra over a field , discrete mathematics , mathematical analysis , computer science , artificial intelligence , motion (physics) , statistics , finance , economics , programming language

The method of Whitney interpolation is used to construct, for any real or complex projective algebraic variety, a stratified submersive family of self-maps that yields stratified general position and transversality theorems for semialgebraic subsets..

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