Direct and Inverse Problems for Fractional Differential Equations

Dear Colleagues,

Fractional integro-differential calculus in general, and fractional differential equations in particular, are becoming an increasingly important tool for mathematical modeling, and, accordingly, are of increasing interest to researchers. Fractional differential equations have their own specifics, and at the same time, many of their properties are similar to the properties of differential equations of integer orders that are similar in form.

The aim of this Special Issue is to gather a collection of articles reflecting the latest developments in the theory of fractional differential equations, unique solvability issues for initial value problems to differential equations with fractional derivatives in Banach spaces, for initial boundary value problems to fractional order partial differential equations, for inverse coefficient problems to such equations, and so on. The various qualitative properties of fractional differential equations, the search for exact solutions, and group analyses for fractional differential equations are also of interest to this Special Issue.

Prof. Dr. Vladimir E. Fedorov
Guest Editor

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