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Prove that
[math]F_n\mid F_m\iff n\mid m, \forall n,m\in\mathbb N, n\ge 3[/math]
, where
[math]F_i[/math]
is a Fibonacci number
[math]\forall i\in\mathbb N_0[/math]
Robert Walker
, Have first class degree in Maths from York University - and did postgraduate research in foundations of Mat...
Answered Sep 1, 2014
·
Upvoted by
David Joyce
Yes see:
The Mathematical Magic of the Fibonacci Numbers
Several proofs here - these are old proofs from 1971:
A PRIMER FOR THE FIBONACCI NUMBERS; PART IX (1971)
Useful resource:
The first 300 Fibonacci numbers, factored
, and
First 1000 Fibonacci numbers factored
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Robert Walker
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