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  • Communications Faculty of Sciences University Ankara Series A1 Mathematics and Statistics
  • Volume:71 Issue:1
  • Split complex bi-periodic Fibonacci and Lucas numbers

Split complex bi-periodic Fibonacci and Lucas numbers

Authors : Nazmiye YILMAZ
Pages : 153-164
Doi:10.31801/cfsuasmas.704435
View : 13 | Download : 7
Publication Date : 2022-03-30
Article Type : Research Paper
Abstract :The initial idea of this paper is to investigate the split complex bi-periodic Fibonacci and Lucas numbers by using SCFLN now on. We try to show some properties of SCFLN by taking into account the properties of the split complex numbers. Then, we present interesting relationships between SCFLN.
Keywords : bi periodic Fibonacci number, bi periodic Lucas number, generalized Fibonacci number, split complex number

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