On the Sums of Reciprocal Generalized Fibonacci Numbers
Department of Mathematics
Faculty of Science
In this article we consider the infinite sums of reciprocal generalized
Fibonacci numbers and the infinite sums of reciprocal generalized
Fibonacci sums. Applying the floor function to the reciprocals of these
sums, our results generalize some identities of Holliday and Komatsu
and extend some results of Liu and Zhao.
Full version: pdf,
(Concerned with sequences
Received April 26 2013;
revised version received July 3 2013.
Published in Journal of Integer Sequences, July 30 2013.
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