Generalizations of the Reciprocal Fibonacci-Lucas Sums of Brousseau
Kunle Adegoke
Department of Physics and Engineering Physics
Obafemi Awolowo University
220005 Ile-Ife
Nigeria
Abstract:
We derive closed form expressions for finite and infinite
Fibonacci-Lucas sums having products of Fibonacci or Lucas numbers in
the denominator of the summand. Our results generalize and extend those
obtained by pioneer Brother Alfred Brousseau and later researchers.
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Received October 27 2017; revised version received February 6 2018.
Published in Journal of Integer Sequences, February 8 2018.
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