Schubert polynomials are speculations of Schur polynomials that speak to cohomology classes of Schubert cycles in flag or hail assortments.
In mathematics, there are many variations, which include double Schubert polynomials, quantum Schubert polynomials, and universal Schubert polynomials.
If you'd like to know more about Schubert polynomials, take the short quiz below to assess your knowledge.
Trihomology classes
Dihomology classes
Homology classes
Teramology classes
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Richard and Stanley
Lascoux and Schutzenberger
Lascoux and Richard
Stanley and Hermaine
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Hermaine Schubert
Hermanne Schubert
Herman Schubert
Henry Schubert
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Negative coefficient
Positive coefficient
Neutral coefficient
The coefficient depends on the value
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1 infinite set of variables
2 infinite sets of variables
3 infinite sets of variables
4 infinite set of variables
No infinite set of variables
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Sara Billey
Richard P. Stanley
Sergey Formin
Lasoux
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Lascoux
Jockush
Sergey
Hermaine
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1995
1996
1997
1998
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Pipe dreams or rc-graphs
Ripe dreams or rd-graphs
Side dreams or 3d-graphs
Side dreams or 4s-graphs
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1997
1996
1995
1994
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