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Why avoid induction?

Published online by Cambridge University Press:  10 July 2015

John Baylis*
Affiliation:
Yr Ystablau, Wiston, Haverfordwest SA62 4PN

Abstract

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Type
Matters for Debate
Copyright
Copyright © Mathematical Association 2015 

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References

1.Koshy, T., Graph-theoretic models for the Fibonacci family, Math. Gaz. 98 (July 2014) pp. 256265.Google Scholar
2.Cushman, David A., Drone parent numbers (2004), available at www.dave-cushman.net/bee/fibonacci.htmlGoogle Scholar
3.Narasimhamurthy, A. M., The steps problem and the Fibonacci sequence, Applied Probability Trust (2000), available at ms.appliedprobability.mg/data/files/Articles%2033/33–1-5.pdfGoogle Scholar
4.Rajagopal, Surajit and Griffiths, Martin, On Fibonacci numbers that are factorials, Math. Gaz. 98 (March 2014) pp 104107.Google Scholar
5.Andrews, George E., Combinatorics: ancient and modern (Wilson, Robin and Watkins, John J., eds) Oxford University Press (2013) p. 223.Google Scholar
6.Griffiths, Martin, Further thoughts on ordered partitions, Math. Gaz. 96 (March 2012) pp. 152153.Google Scholar
7.Griffiths, Martin, Yet another coin-tossing scenario, Math. Gaz. 96 (November 2012) pp. 543546.Google Scholar
8.Rajesh, V. and Leversha, Gerry, Some properties of the odd terms of the Fibonacci sequence, Math. Gaz. 88 (March 2004) pp. 8586.Google Scholar