Master'sOpen Access

Some convergence types in 2-normed spaces

2019
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Advisor: Doç. Dr. Uğur Ulusu

Abstract (EN)

This thesis study consists of six chapters. In the first chapter, the historical development of the subject discussed in the study is mentioned. In the second chapter, some basic notions necessary for a better understanding of the study are given. In the third chapter, statistical conver gence and statistical Cauchy sequence notions in the 2-normed spaces are introduced and their specific properties and relationships between these notions are explained with examples and theorems. In the fourth chapter, I-convergence and I-Cauchy sequence notions in the 2-normed spaces are introduced and their specific properties and relationships between these notions are explained with examples and theorems. In the fifth chapter, I-convergence and I-Cauchy sequence notions in the 2-normed spaces are introduced and their specific properties and relationships between these notions are explained with examples and theorems. In the sixth section which is the last chapter, the sources in the literature used during the study are listed.

Author

Dr. Hüseyin Türkmen

How to Cite

Hüseyin Türkmen (Master Thesis). Some convergence types in 2-normed spaces, 2019, Afyon Kocatepe University.

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