Okagbue, H. I. and Adamu, M. O. and Bishop, S.A. and Opanuga, A. A.
(2016)
*Digit And Iterative Digit Sum Of Fibonacci Numbers, Their Identities And
Powers.*
International Journal of Applied Engineering Research, 11 (6).
pp. 4623-4627.
ISSN 0973-4562

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## Abstract

As the power of the Fibonacci numbers increases from 1 to the power of 5, the number of terms obtained from the digit sum decreases when compared with their respective positive integers. Digit sum may not be applicable to Fibonacci identities because of the heterogeneity of algebraic operations. Different recursive patterns were obtained for the different powers of the Fibonacci numbers considered. Prediction of the iterative digit sum of the powers of Fibonacci can be obtained by simple computation as illustrated in the paper. Iterative digit sum have added to the scientific literature as one of the various means of dividing integer sequences into distinct classes

Item Type: | Article |
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Uncontrolled Keywords: | Digit sum, iterative digit sum, Fibonacci numbers |

Subjects: | Q Science > QA Mathematics |

Divisions: | Faculty of Engineering, Science and Mathematics > School of Mathematics |

Depositing User: | Mrs Patricia Nwokealisi |

Date Deposited: | 07 Apr 2016 12:52 |

Last Modified: | 07 Apr 2016 12:52 |

URI: | http://eprints.covenantuniversity.edu.ng/id/eprint/6530 |

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