SOLVING THE INVERSE PROBLEM OF FINDING THE SOURCE FUNCTION IN FRACTIONAL ORDER EQUATIONS
Keywords:
Fractional equation, Mittag-Leffler function, Caputo fractional derivative, exact problem, inverse problem, Fourier series .Abstract
In this paper , the solution of inverse problems for fractional partial differential equations in the sense of Caputo is studied. In Caputo's sense show that the solution of the partial differential equation of fractional order exists and is unique , and it is intended to obtain results regarding the correct and inverse problem of determining the source function caught.
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