Some stable plethysms
In this note, we prove some new stability results for plethysm coefficients. As special cases, we verify a conjecture of Wildon, and show the stability of sequences recently predicted by Bessenrodt, Bowman and Paget to be weakly increasing.
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| creator | Law, Stacey Okitani, Yuji |
| description | In this note, we prove some new stability results for plethysm coefficients.
As special cases, we verify a conjecture of Wildon, and show the stability of
sequences recently predicted by Bessenrodt, Bowman and Paget to be weakly
increasing. |
| doi_str_mv | 10.48550/arxiv.2212.06964 |
| format | Article |
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As special cases, we verify a conjecture of Wildon, and show the stability of
sequences recently predicted by Bessenrodt, Bowman and Paget to be weakly
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| language | eng |
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| subjects | Mathematics - Combinatorics Mathematics - Representation Theory |
| title | Some stable plethysms |
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