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Type: Article
Products of Fibonacci numbers with indices in an interval and at most four omitted being a power
Abstract:
Here, we find all instances in which a product of Fibonacci numbers with indices in an interval of length k and at most four of them omitted is a perfect power
Here, we find all instances in which a product of Fibonacci numbers with indices in an interval of length k and at most four of them omitted is a perfect power
MSC: 11B39
Journal: Indagationes Mathematicae (N.S.)
ISSN: 0019-3577
Year: 2009
Volume: 20
Number: 4
Pages: 551--556
Created: 2012-12-07 11:56:31
Modified: 2014-02-12 10:45:38
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