Schubert calculus

不可算名詞

(mathematics) A branch of algebraic geometry concerned with solving certain types of counting problem in projective geometry; a symbolic calculus used to represent and solve such problems;

日本語の意味

射影幾何学における特定の計数問題を解くための代数幾何学の一分野であり、記号計算手法を用いてこれらの問題の表現や解決を行う分野

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During the seminar, she presented recent advances in Schubert calculus and their applications to enumerative geometry.

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セミナーで彼女は、射影幾何における特定の数え上げ問題を扱う代数幾何学の一分野に関する最近の進展とその応用について発表した。

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意味（1）

(mathematics) A branch of algebraic geometry concerned with solving certain types of counting problem in projective geometry; a symbolic calculus used to represent and solve such problems;

Hall appears to have been first with this observation, too, for in a lecture he gave at a 1959 Canadian Mathematical Congress conference in Banff on the algebra of symmetric polynomials he noted that the Schubert calculus has combinatorics similar to that of the symmetric polynomials [9].

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詳細

意味（2）

(by generalisation) the enumerative geometry of linear subspaces; the study of analogous questions in generalised cohomology theories.

詳細

Schubert calculus

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