A new statistic on linear and circular \(r\)-mino arrangements (Q2500961)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A new statistic on linear and circular \(r\)-mino arrangements |
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A new statistic on linear and circular \(r\)-mino arrangements (English)
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30 August 2006
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Summary: We introduce a new statistic on linear and circular \(r\)-mino arrangements which leads to interesting polynomial generalizations of the \(r\)-Fibonacci and \(r\)-Lucas sequences. By studying special values of these polynomials, we derive periodicity and parity theorems for this statistic.
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