@article{Abdullah Kargın_Azize Dayan_İsmet Yıldız_Adil Kılıç_2020, title={Neutrosophic Triplet m – Banach Spaces}, volume={38}, url={https://fs.unm.edu/nss8/index.php/111/article/view/4196}, abstractNote={: Neutrosophic triplet theory has an important place in neutrosophic theory. Since the neutrosophictriplet set (Nts), which have the feature of having multiple unit elements, have different units than theclassical unit, they have more features than the classical set. Also, Banach spaces are complete normed vectorspace defined by real and complex numbers that are studied historically in functional analysis. Thus, normedspace and Banach space have an important place in functional analysis. In this article, neutrosophic triplet m -Banach spaces (NtmBs) are firstly obtained. Then, some definitions and examples are given for NtmBs. Basedon these definitions, new theorems are given and proved. In addition, it is shown that NtmBs is differentfrom neutrosophic triplet Banach space (NtBs). Furthermore, it is shown that relationship between NtmBs andNtBs. So, we added a new structure to functional analysis and neutrosophic triplet theory.}, journal={Neutrosophic Sets and Systems}, author={Abdullah Kargın and Azize Dayan and İsmet Yıldız and Adil Kılıç}, year={2020}, month={Dec.}, pages={383–398} }