Nag, Kappagantu Prudhavi (2015) *Sum of Product of Reciprocals of Fibonacci Numbers.* MSc thesis.

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## Abstract

Fibonacci numbers are the number sequences which follow the linear mathematical recurrence๐น0 = 0, ๐น1 = 1 and ๐น๐ = ๐น๐โ1 + ๐น๐โ2 ๐ โฅ 2. In this work, we study certain sum formulas involving products of reciprocals of Fibonacci numbers. Sum formulas with alternating signs are also studied

Item Type: | Thesis ( MSc) |
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Uncontrolled Keywords: | Fibonacci numbers, Reciprocal sum, Binet form |

Subjects: | Mathematics and Statistics > Applied Mathematics |

Divisions: | Sciences > Department of Mathematics |

ID Code: | 7297 |

Deposited By: | Mr. Sanat Kumar Behera |

Deposited On: | 20 Apr 2016 14:33 |

Last Modified: | 20 Apr 2016 14:33 |

Supervisor(s): | Panda, G K |

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