10th International Conference on Image Processing, Wavelet and Applications (IWW2019), Kocaeli, Turkey, 18 - 20 October 2019, pp.61
In this research, we determine the analytic solution of initial boundary value
problem with Dirichlet boundary conditions in one dimensional. By using
seperation of variables the solution is constructed in the form of a Fourier series
with respect to the eigenfunctions of a corresponding Sturm-Liouville eigenvalue
problem including fractional derivative in Caputo sense.