To the solution of a three-element boundary value problem with a Carleman shift for analytical functions in the nondegenerate case
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The article considers constructive algorithm to solve a three-element one-side boundary value problem with Carleman shift in classes of analytic functions of the unit disk in case when the problem is not reducible to a two-element boundary value problem without shift.
Three-element boundary value problem, analytic functions, carleman shift, integral equation
Короткий адрес: https://sciup.org/147158735
IDR: 147158735
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