Schubert calculus

名词 n.

英文释义

名词 n.
  1. 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; uncountable
    — 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].
  2. 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; (by generalisation) the enumerative geometry of linear subspaces; the study of analogous questions in generalised cohomology theories.; the enumerative geometry of linear subspaces; the study of analogous questions in generalised cohomology theories. uncountable

词形变化

Schubert enumerative calculus alternative

词汇关系

相关词
Schubert cell Schubert variety

词源

Named after German mathematician Hermann Schubert (1848–1911), who introduced the theory in the nineteenth century.
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