Results 121 to 130 of about 4,398 (223)
Alternating sums of reciprocal generalized Fibonacci numbers. [PDF]
Springerplus, 2014 Kuhapatanakul K.
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, 1994 Cataloged from PDF version of article.Includes bibliographical references leaves 74-76This thesis consists of two parts. The first part, which is Chapter 2, is a survey on some aspects of Fibonacci numbers.
Yücel, Gülnihal
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Fibonacci shift operation on Fibonacci numbers of order m
, 2016 Fibonacci codes of different orders are of variable length. They are used for encoding of numbers and find applications in information and coding theory.
Prasad, B.
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Closed formulas for finite sums of weighted fractional generalized fibonacci products [PDF]
, 2018 © 2018 Fibonacci Association. All rights reserved. In this paper, we present closed formulas for finite sums of fractions involving weighted products of generalized Fibonacci numbers. There are two significant features that characterize the main results.
Melham, RS
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Complex Fibonacci P-numbers and Fibonacci-P quaternions
, 2014 Bu çalışmada ilk olarak kompleks Fibonacci sayıları p+1. mertebeden indirgeme bağıntıları kullanılarak kompleks Fibonacci p-sayılarına genelleştirildi. Ayrıca kompleks Fibonacci p-sayıları ile ilgili bazı özellikler verildi ve başlangıç koşulları Lucas p-
Yalçın, Nazmiye Feyza
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The Fibonacci series; The first 100 Fibonacci numbers, completely factorised .. and, if you want more ... Fibonacci numbers 101-300 and 301-500 (not factorised)
Knott, Ron
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, 2009 Zaporedje Fibonaccijevih števil je definirano z F0 = 0, F1 = 1 in za n≥2, Fn=F(n-1)+ F(n-2). Fibonaccijeva števila imajo dolgo in bogato zgodovino. Poznamo jih odkar je v začetku 13. stol.
Toplak, Stanislava
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Focusing performance of Fibonacci tiling-based zone plates. [PDF]
Sci RepGarmendía-Martínez A +5 more
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Predicting the topography of fitness landscapes from the structure of genotype-phenotype maps. [PDF]
GeneticsSrivastava M, Louis AA, Martin NS.
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