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How the odd terms in the Fibonacci sequence stack up
Published online by Cambridge University Press: 01 August 2016
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Dedicated to H. N. V. Temperley on the occasion of his ninetieth birthday 4 March 2005
The authors of the recent Note [1] exhibit an odd preference. They derive recurrence relations for the odd terms, un = F2n+1, n ≥ 0, in the sequence of Fibonacci numbers, Fn, defined by
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