Higher Specht polynomials for the symmetric group (Q1312064)
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scientific article; zbMATH DE number 488106
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Higher Specht polynomials for the symmetric group |
scientific article; zbMATH DE number 488106 |
Statements
Higher Specht polynomials for the symmetric group (English)
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23 April 1995
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Let \(H\) be the regular \(S_ n\) module over the rationals. The authors of the announcement under review sketch a combinatorial algorithm for constructing a basis of \(H\) using pairs of standard Young tableaux. This construction allows them to construct bases of the irreducible components of \(H\).
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Young diagrams
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Schur functions
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regular \(S_ n\) module
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combinatorial algorithm
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standard Young tableaux
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bases
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irreducible components
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0.9337977
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0.89844525
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0.8912614
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0.8911927
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0.88745075
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0.88505614
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