Email: hasankeles ktu. This article is about the centroid of any real number. In mathematics, real numbers are the basic of the concept of measure. Real numbers are contributed a lot to the history of Humanity and pioneered the structure of technological developments. Real numbers are enabled the concept of numbers to be unified in the process and this expansion of numbers is achieved by adding new operations to it. Many studies are carried out on the resulting number system. Some of these studies are logarithmic calculations, functional operations, logic and base studies. Binary logic allowed for communication and digital structure. This situation is contributed to every part of life. Therefore, due to the contribution of numbers to life, there is a significant need for a change in number systems 01 05 2018 kırklareli eskort bases. The topic base of numbers is gained importance in The definition of centroid, which is related to the base, is given in The connection of numbers with the centroid is examined in this study. New situations related to numbers are investigated. The common aspect of sets and centralizers is discussed. 01 05 2018 kırklareli eskort new perspective on numbers is gained with this aspect. In particular, different expressions of numbers are obtained. This situation is drew attention to the idea of numbers intertwined with logic. Centroids of positive integers are written. This centroid relation of real numbers is given. The course of numbers is analyzed. The foundation of logic with the centered is built. New developments of the centrist in itself are observed. The subject is researched in depth in order to pioneer further studies. This study is about division in matrices and eigenvalues-eigenvectors. The concept of eigenvalues-eigenvectors in the literature is discussed. The status of division operation on these concepts is analyzed. The eigenvalues and eigenvectors of the elements forming the division are compared with the result. The matrix resulting and the resulting difference are investigated. The eigenvalues-eigenvectors of the constituent matrices the division and the eigenvalueseigenvectors obtained from the result matrix are examined. The brief literature review of the study is written and the summary history of this study is added in the first section. The theorems related to the subject are listed. Some applications related to this topic are given. The preliminary information that will form the second part is given. The new developments and findings are investigated in the next section.
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