Results 91 to 100 of about 2,080 (215)
Linear regression with Fibonacci-derived polynomials for temperature prediction model
This research work explores the integration of Fibonacci-derived polynomial and linear equations from Fibonacci numbers into a machine learning framework for predictive modeling of environmental datasets, such as wind speed, temperature, and humidity ...
Ahmed O. Ameen, Johnson O. Fashanu
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Restricted Permutations, Fibonacci Numbers, and k-generalized Fibonacci Numbers
In 1985 Simion and Schmidt showed that the number of permutations in Sn which avoid 132, 213, and 123 is equal to the Fibonacci number Fn+1. We use generating function and bijective techniques to give other sets of pattern-avoiding permutations which can be enumerated in terms of Fibonacci or k-generalized Fibonacci numbers.
Egge, Eric C., Mansour, Toufik
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Hybrid convolutions on Pell and Lucas polynomials [PDF]
Dongwei Guo, Wenchang Chu
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Total Graph Interpretation of the Numbers of the Fibonacci Type
We give a total graph interpretation of the numbers of the Fibonacci type. This graph interpretation relates to an edge colouring by monochromatic paths in graphs. We will show that it works for almost all numbers of the Fibonacci type. Moreover, we give
Urszula Bednarz+2 more
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On a subclass of bi-univalent functions related to shell-like curves connected with Fibonacci number
Jenifer Arulmani
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Several closed and determinantal forms for convolved Fibonacci numbers [PDF]
Muhammet Cihat Daglı, Feng Qi
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A Curious Property of the Eleventh Fibonacci Number [PDF]
B.M.M. de Weger
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Lyndon words and Fibonacci numbers
It is a fundamental property of non-letter Lyndon words that they can be expressed as a concatenation of two shorter Lyndon words. This leads to a naive lower bound log_{2}(n)} + 1 for the number of distinct Lyndon factors that a Lyndon word of length n must have, but this bound is not optimal.
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Turán Graphs, Stability Number, and Fibonacci Index [PDF]
Véronique Bruyère, Hadrien Mélot
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