Conics Characterizing the Generalized Fibonacci And Lucas Sequences with Indices In Arithmetic Progressions

Kilic, Emrah; Omur, Nese

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Ars Combinatoria

Volume 094
Pages: 459-464

Research article

Conics Characterizing the Generalized Fibonacci And Lucas Sequences with Indices In Arithmetic Progressions

^¹, ^²

¹ TOBB UNIVERSITY OF ECONOMICS AND TECHNOLOGY MATHEMATICS DEPARTMENT 06560 ANKaRA TURKEY

²KocaEL! UNIVERSITY MATHEMATICS DEPARTMENT 41380 IzmIT TURKEY

Published: 31/01/2010

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Abstract

In this paper, we determine the conics characterizing the generalized Fibonacci and Lucas sequences with indices in arithmetic progressions, generalizing work of Melham and McDaniel.

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Ars Combinatoria

Conics Characterizing the Generalized Fibonacci And Lucas Sequences with Indices In Arithmetic Progressions

Abstract

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