Hacene Belbachir, Farid Bencherif
Published 2007-08-17Version 1
In this paper, we establish several formulae for sums and alternating sums of products of generalized Fibonacci and Lucas numbers. In particular, we recover and extend all results of Z. Cerin and Z. Cerin & G. M. Gianella, more easily.
Generalized Fibonacci and Lucas Numbers of the form $5x^{2}$
On a problem of Pillai involving S-units and Lucas numbers
Fibonacci and Lucas numbers as products of three repdigits in base $g$
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