A new BK-space derived by using regüler matrix of fibonacci numbers
2021
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Advisor: Prof. Dr. Çiğdem Bektaş
Abstract (EN)
In this study, we first talked about the basic definitions and theorems that we will use throughout the thesis. We have given some sequence spaces defined with the help of Fibonacci numbers and their coverage relations. Then the array space l_p (F) was introduced. This space has been shown to be BK-space. Some properties of the l_p (F) sequence space are investigated. In addition, α-,β-and γ- duals of l_p (F) space were calculated. Matrix transformations on l_p (F) space and some geometric properties of this space are examined.
Author
Dr. Yakup Bayancuk
Institution
How to Cite
Yakup Bayancuk (Master Thesis). A new BK-space derived by using regüler matrix of fibonacci numbers, 2021, Fırat University.
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