the generalized order-k lucas sequences in finite groups
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ID: 155820
2012
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Abstract
We study the generalized order-k Lucas sequences modulo m. Also, we define the ith generalized order-k Lucas orbit lAi,{α1,α2,…,αk-1}(G) with respect to the generating set A and the constants
α1,α2, and αk-1 for a finite group G=〈A〉. Then, we obtain the lengths of the periods of the ith generalized order-k Lucas orbits of the binary polyhedral groups 〈n,2,2〉,〈2,n,2〉,〈2,2,n〉 and the polyhedral groups (n,2,2), (2,n,2), (2,2,n) for 1≤i≤k.
| Reference Key |
deveci2012journalthe
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|---|---|
| Authors | ;Ömür Deveci;Erdal Karaduman |
| Journal | Chemico-biological interactions |
| Year | 2012 |
| DOI |
10.1155/2012/464580
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| URL | |
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