Binom transformations of k-Jacobsthal and k-Jacobsthal Lucas sequences
2018
0 views
0 downloads
Advisor: Dr. Öğr. Üyesi Şükran Uygun
Abstract (EN)
In this study, first of all the special integer sequences are defined briefly by giving some basic properties. And the binom transformations are given. In this study, we define the binomial, k-binomial,rising and falling transforms for k-Fibonacci, k-Lucas, k-Jacobsthal, k-Jacobsthal Lucas sequences. We investigate some properties of these sequences such as recurrence relations, Binet's formula, generating functions and in the sequel of this study we denote Pascal Jacobsthal triangle and a matlab programme for finding the elements of these binomial transformation sequences.
Author
Dr. Arzum Gülay Erdoğdu
Institution
How to Cite
Arzum Gülay Erdoğdu (Master Thesis). Binom transformations of k-Jacobsthal and k-Jacobsthal Lucas sequences, 2018, Gaziantep University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Gaziantep University
- Structure and theme in Halit Fahri ozansoy's theatre works(2018)
- Investigation of halophytic plants and agricultural aplications in secondary vegetation due to global warmi̇ng in araban district (Gaziantep, Turkey)(2019)
- An educational view to the philosophy of Haci Bektaş Veli(2019)
- The transcription and evaluation of 198 numbered Besnişer'iyye (Regilion affairs) regi̇ster/record (Lc. 1317-1321 / 1901-1905 ad.)(2019)
- The relationship between testis arfi elastography values and sperm count in infertile patient(2019)
- Electrical erosion micro hole drilling of aerospace materials(2020)
