Lucas sayıları yardımıyla tanımlanan bazı fark dizi uzaylarının topolojik ve geometrik özellikleri / Topological and geometrical properties of some difference sequence spaces defined by lucas numbers
Abstract
In the first part of this work, the concepts of our topic are explained basically. In the second part,
researches in literature related to these concepts are mentioned and some of these studies are
attributed. In the third chapter, some geometrical properties of Banach spaces are mentioned by
giving basic definitions, theorems and inequalities that we will use in the sequel of work. In the
fourth section where our basic results are included, new difference sequence spaces are
established by means of infinite triangular matrices and modulus function and also the
topological and geometrical structure of these spaces are investigated. In the last part, by
considering the findings, it is stated what can be done in addition to all these.
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