Minimal orbits of promotion (Q521359)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Minimal orbits of promotion |
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Minimal orbits of promotion (English)
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10 April 2017
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Summary: We give a bijection between the symmetric group \(S_n\), and the set of standard Young tableaux of rectangular shape \(m^n\), \(m \geq n\), that have order \(n\) under jeu de taquin promotion.
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Young tableau
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promotion
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rectification algorithm
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cyclic sieving
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