The combinatorics of transition matrices between the bases of the symmetric functions and the \(B_ n\) analogues (Q1917510)
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scientific article; zbMATH DE number 897592
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The combinatorics of transition matrices between the bases of the symmetric functions and the \(B_ n\) analogues |
scientific article; zbMATH DE number 897592 |
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The combinatorics of transition matrices between the bases of the symmetric functions and the \(B_ n\) analogues (English)
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7 July 1996
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The combinatorial interpretations of the transition matrices between the bases of the \(B_n\) analogues of the symmetric functions are developed. In order to provide a complete reference, a summary of the transition matrices for symmetric functions is included as well.
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hyperoctahedral group
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transition matrices
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symmetric functions
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0.8954842
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0.8931953
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0.88463384
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0.87280947
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0.86497885
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0.8598055
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0.8588385
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0.8584104
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