Examination of Poisson and Binom distributions by using fuzzy logic

This thesis consists of five chapters. The first part is prepared as an introductory part and information is given about the development process of fuzzy logic and its usage areas. In the second section called previous studies, the literature on previous studies is included. In the material and method section, some basic concepts, classical sets, fuzzy sets, membership functions, fuzzy numbers, discrete random variables, some discrete distributions are given. In the fourth chapter, which is the main part of the thesis, Poisson, Binom distributions used in probability theory and their properties in fuzzy logic theory are discussed. In addition, calculations made by considering various examples related to these distributions were adapted to fuzzy logic theory. The last part of this thesis was arranged as conclusion and suggestion section. Key Words: Fuzzy Logic, Poisson Distribution, Binom Distribution.