Nihal Yılmaz ÖZGÜR, Öznur Öztunç KAYMAK

58102

ON THE ZEROS OF THE DERIVATIVES OF FIBONACCI AND LUCAS POLYNOMIALS

The purpose of this article is to derive some functions which map the zeros of Fibonacci polynomials to the zeros of Lucas polynomials. Also we find some equations which are satisfied by F 0 n (x) and so L 00 n (x). To obtain these equations, formulizations which are made up of hyperbolic functions for Fibonacci and Lucas polynomials are used.

Keywords:

− Fibonacci polynomial, Lucas polynomial,

Journal of New Theory-Cover

Yayın Aralığı: 4
Başlangıç: 2014
Yayıncı: Naim Çağman

Arşiv

Sayıdaki Diğer Makaleler

SOFT Λβ-CLOSED SETS IN SOFT TOPOLOGICAL SPACES

Rodyna Ahmed HOSNY, Alaa Mohamed Abd EL-LATİF

CHARACTERIZATIONS OF FUZZY SOFT PRE SEPARATION AXIOMS

Alaa Mohamed Abd EL-LATİF

EXTENDED HAUSDORFF DISTANCE AND SIMILARITY MEASURES FOR NEUTROSOPHIC REFINED SETS AND THEIR APPLICATION IN MEDICAL DIAGNOSIS

Said BROUMİ, Florentin SMARANDACHE

Nihal Yılmaz ÖZGÜR, Nihal TAŞ

Nihal Yılmaz ÖZGÜR, Öznur Öztunç KAYMAK

Kürşat Volkan ÖZCAN, Lokman ŞILBIR, Engin KURŞUN

THE NEW SOLUTION OF TIME FRACTIONAL WAVE EQUATION WITH CONFORMABLE FRACTIONAL DERIVATIVE DEFINITION

Yücel ÇENESİZ, Ali KURT

Sobhy EL-SHEİKH, Rajab OMAR, Mahmoud RAAFAT

Metin AKTAĞ, Fethullah EROL