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Easier Fibonacci Number puzzles
saved under Special Numbers/Fibonacci/Articles by maths

All these puzzles except one (which??) have the Fibonacci numbers as their answers. So now you have the puzzle and the answer - so what's left? Just the explanation of why the Fibonacci numbers are the answer - that's the real puzzle!!
http://www.mcs.surrey.ac.uk/Personal/R.Knott/Fibon
created by maths on 2008-05-26 22:44:52

Multiples in the Fibonacci series : Joao Ferreira
saved under Special Numbers/Fibonacci/Articles by maths

This problem caught my attention, because it looks like a good example for using a result that I have derived last year. My result gives a reasonable sufficient condition for showing that a function distributes over the greatest common divisor and shows that the Fibonacci function satisfies the condition.
http://www.joaoff.com/2008/05/09/multiples-in-the-
created by maths on 2008-05-26 22:43:23

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