Sums of Products of Generalized Fibonacci and Lucas Numbers

Hacéne Belbachir1, Farid Bencherif1
1 USTHB, Department of Mathematics, P.B. 32 El Alia, 16111, Algiers, Algeria.

Abstract

We establish several formulae for sums and alternating sums of products
of generalized Fibonacci and Lucas numbers. In particular, we extend
some results of Z. Cerin and of Z. Cerin and G. M. Gianella .