Makale detayı · 2020
On dual-complex numbers with generalized Fibonacci and Lucas numbers coefficients
Mathematical Sciences and Applications E-Notes
YÖKSİS
OpenAlex
Açık erişim · hybrid
SJR Q4
TR Index
Atıf 1
Yüzdelik 37.9%
FWCI 0.12
- Yıl
- 2020
- ISSN
2147-6268- Tür
- article
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Özet
İngilizce (OpenAlex)
In this paper, dual-complex Fibonacci numbers with generalized Fibonacci and Lucas coefficients are dened. Generating function is given for this number system. Binet formula is obtained by the help of this generating function. Then, well-known Cassini, Catalan, d'Ocagne's, Honsberger, Tagiuri and other identities are given for this number system. Finally, it is seen that the theorems and the equations which are obtained for the special values p = 1 and q = 0 correspond to the theorems and identities in [2].
Konular
- Advanced Mathematical Theories and Applications
- Advanced Mathematical Theories
- Fractal and DNA sequence analysis
Birincil konu Advanced Mathematical Theories and Applications