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@inproceedings{Eustis2011CombinatorialPO, title={Combinatorial Proofs of Some Identities for the Fibonacci and Lucas Numbers}, author={Alex Eustis}, year={2011} }

- Published 2011

We study the previously introduced bracketed tiling construction and obtain direct proofs of some identities for the Fibonacci and Lucas numbers. By adding a new type of tile we call a superdomino to this construction, we obtain combinatorial proofs of some formulas for the Fibonacci and Lucas polynomials, which we were unable to find in the literature… CONTINUE READING

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