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Classroom Notes

Golden proportions for the generalized Tribonacci numbers

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Pages 837-842 | Received 29 Oct 2008, Published online: 04 Aug 2009

References

  • Stakhow , AP . 1998 . The golden section and modern harmony mathematics; Application of Fibonacci numbers , Vol. 7 , 393 – 399 . Kluwer Academic Publishers .
  • De Villiers , M . 2000 . Int. J. Math. Edu. Sci. Tech. , 31 : 464
  • Falcon , S . 2004 . A simple proof of an interesting Fibonacci generalization . Int. J. Math. Edu. Sci. Tech. , 35 : 259 – 261 .
  • Dunlap , RA . 1997 . The golden ratio and Fibonacci numbers, revised ed. , 61 Singapore : World Scientific .
  • Elaydi , SN . 1999 . An introduction to difference equations , 2nd , New York : Springer-Verlag .

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