Solutions of local fractional differential equations with the help transform operators

This thesis consists of seven chapters. In the first chapter, it is given the history of fractional calculus and local fractional, the works of famous mathematicians about this subject. In the second chapter, it is given some definitions, functions and theorems of fractional calculus and local fractional calculus used for this thesis. In the third chapter, it is given some definition, functions and theorems of local Fourier transform operator. In the fourth chapter, it is given some definition, functions and theorems of local Laplace transform operator. In the fifth chapter, there has been mentioned of solution of local fractional Schröndinger equation with transform operators.In the sixth chapter, there has been mentioned of solution of local fractional Helmhotz equation with transform operators. There has been conclusion inte last chapter.