In this paper, the inverse problems of determining the right-hand side in mixed-type equations are considered. In one part of the domain, the considered equation is the subdiffusion equation with a fractional derivative in the sense of Gerasimov–Caputo of the order (0, 1] and in the other part—a wave equation with a ordinary derivative. The right-hand side of the equations has the form f (x) (t). Two inverse problems are investigated: in the first problem the unknown is (t) for t>0, in the second—for t<0.
U. Kh. Dusanova (Sat,) studied this question.
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