Ph.D. Tezi Görüntüleme

      In this thesis a family saving model which can be represented by heat equation is studied with different integral boundary conditions. By the Fourier method, corresponding Sturm-Liouville problems are obtained. Eigenvalues and eigenfuctions of the two different problems are given and solutions of the problems are showed. In addition, Method of Lines method and Crank Nicolson method are applied to family saving model with integral boundary conditions. Results of the numerical methods are compared.