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1. On Binomial Sums for the General Second Order Linear Recurrence.

Author

Kili, Emrah and Tan, Elif

Subjects
*ALGEBRA, *BINOMIAL theorem, *BINOMIAL coefficients, *MATHEMATICS, *FIBONACCI sequence, *NUMBER theory, *LUCAS numbers, *COMPLEX numbers, *LINEAR algebra
Abstract

In this short paper we establish identities involving sums of products of binomial coefficients and coefficients that satisfy the general second-order linear recurrence. We obtain generalizations of identities of Carlitz, Prodinger and Haukkanen. [ABSTRACT FROM AUTHOR]

Published
2010
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