最終更新日：2024/08/06

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(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;

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Schubert calculus

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Schubert calculus

noun

(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;

Schubert calculus is a branch of algebraic geometry that studies the intersection theory on algebraic varieties.

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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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意味（2）

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

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Schubert calculus

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