Zeckendorf representations of integers by Fibonacci and Pell numbers
2006
0 views
0 downloads
Advisor: Prof. Dr. Dursun Taşçı
Abstract (EN)
In this article, it is revealed that Zeckendorf?s Theorem which is definedfor Fibonacci numbers, can be applied for Pell numbers by makingsuitable adjustments. Furthermore, it has been indicated that undersome circumstances, integers can be written uniquely as a sum of theFibonacci and Pell numbers. To ease the notation of integers, Zalghoritm is used for Fibonacci numbers, ZP alghoritm and Greedyalghortim is used for Pell numbers.Science Code : 204.1.025Key words : Fibonacci numbers, Pell numbersPage number : 71Advisor : Prof. Dr. Dursun TAŞCI
Author
Dr. Gül Karadeniz
How to Cite
Gül Karadeniz (Master Thesis). Zeckendorf representations of integers by Fibonacci and Pell numbers, 2006, Gazi University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Gazi University
- Occupational accident analysis and modelling in oil and gas drilling sector Turkey(2021)
- Experimental development of the interfacial bond-slip model between textile reinforced mortar strips and masonry walls(2025)
- Deveplopment of semiconductor humidity sensors(2021)
- The effect of computer-assisted and direct strategy teaching on reading comprehension(2021)
- Investigation of engineer applicant students' conceptual and procedural knowledge of integral problem solving process from the point of bloom taxonomy(2021)
- Effects of direct instruction based preservice teacher assessment program on special education teachers' student teacher assessment and feedbacks skills(2008)