To minimize the discrete systems

SUMMARY TO MINIMIZE THE DISCRETE SYSTEMS Zeynep Gülpınar Minez Department of Mathematic, M.S. Thesis, 1999 Thesis Supervisor: Assos. Prof. Yakup Haciyev In this thesis, logical algebra functions forming fundamentals of contemporary computers were taught. Therefore, such functions are defined and some their characteristics are studied. And then covert and overt logical algebra functions are told. In addition to this, I proved that some systems are covert and overt. It is proved the basic functional overt theory by using these systems. Some of the forms studied are: Perfect Dizyunktif Normal form, Perfect Konyuktif Normal form, The shortest Dizyunktif Normal Form, Minimal Dizyunktif Normal Form. As it is known, a logical algebra function can be expressed in several dizyunktif normal form. It is the important point that the simplest one is found. So in this study, necessarry methods were given in order to find perfect Dizyunktif Normal Form and explained by giving examples. Logical algebra functions are 2 -value- logical - functions. In the third section of this study, K - value - logical functions like these 2 -value-logical functions were defined and some their characteristics were studied As a result, the meaning of the "Discrete" systems was given by using the systems of functions and special features were studied.