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- 1
- Elsenhans A.S. and J Jahnel : "The Fibonacci sequence modulo
p2 : an investigation by computer for p < 1014",
Georg-August-Universität Göttingen, 26 p., 2004. http://www.uni-math.gwdg.de/tschinkel/gauss/Fibon.pdf
- 2
- Hardy G.H. and E.M. Wright : "An Introduction to the Theory
of Numbers", Oxford University Press, London. Fifth edition
1979.
- 3
- Preiss B.R. : "Computing Fibonacci numbers", in
"Data structures and algorithms with object-oriented design
patterns in python ", http://www.brpreiss.com/books/opus7/html/page450.html,
2003.
- 4
- Renault M. : "Properties of the Fibonacci sequence under
various moduli", Master's Thesis, Wake Forest University,
http://www.math.temple.edu/~renault/fibonacci/thesis.html,
1996.
- 5
- Robinson D. W. : "The Fibonacci matrix modulo m",
Fibonacci Quarterly, 1, pp. 29-36, 1963.
- 6
- Shiu W.C. and C.I. Chu : "Distribution of the Fibonacci numbers
modulo 3k". To appear in The Fibonacci
Quarterly, 2004.
.
Previous: 5 Using generating functions
Up: Is the Fibonacci Sequence
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douillet@ensait.fr
2005-03-18