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We study space-- and time--fractional diffusion equations. Our approach strongly depends on the fractional Sturm--Liouville
theory, precisely on the problem of finding eigenvalues and corresponding eigenfunctions to the
certain fractional differential equation. Using the method of separating variables and applying
theorem ensuring existence of solutions to the
fractional Sturm--Liouville problem we solve several types of fractional duffusion
equations. |
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