New Identities from a Combinatorial Approach to Generalized Fibonacci and Generalized Lucas Numbers
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Data
2018
Autores
da Silva, Robson [UNIFESP]
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Artigo
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Resumo
We present here some new identities for generalizations of Fibonacci and Lucas numbers by combinatorially interpreting these numbers in terms of numbers of certain tilings of a 1 x m board. As a consequence, some new interesting identities involving the ordinaries Fibonacci and Lucas numbers are derived.
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Citação
Ars Combinatoria. Winnipeg, v. 137, p. 103-111, 2018.