Solution of mixed problem for a class of parabolic equation by fourier method

The analysis of most problems, either Mathematical or technological, are related to parabolic equations. This is why various problems about these equations (initial value, boundary value, mixed problems etc.) have been examined and are being examined with different methods by scientists. In this current thesis we study, the uniqueness and the existence of the solution of the mixed problem for the equation called Euler type parabolic equation has been examined with Fourier method, in other words the method of seperation of variables. The thesis consists of three parts. Part 1. Preliminaries used in the thesis, Part 2. Solution of the mixed problem for Euler type homogeneous parabolic equations, Part 3. Solution of the mixed problem for Euler type nonhomogeneous parabolic equations.