摘要

In this paper, we consider an inverse problem for a system of evolution equations. The inverse problem can also be interpreted as a exact control problem in the transition of a substance W(x, t) from a nonlocal state W(1)(x) to another nonlocal state W(2)(x). The control element is assumed to have a nonlocal form. We show the existence of the inverse problem in classes of entire functions with respect to the spatial variable x is an element of R(n) by the constructive method. Explicit formulas of the unknown functions W(x, t) and lambda(x) are presented.

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