
A nonlinear Hilbert problem of power type is solved in closed form by representing a sectionally holomorphic function by means of an integral with power kernel. This technique transforms the problem to one of solving an integral equation of the generalized Abel type.
Hilbert-Gakhov problem, Boundary value problems in the complex plane, Singular nonlinear integral equations, Abel equation
Hilbert-Gakhov problem, Boundary value problems in the complex plane, Singular nonlinear integral equations, Abel equation
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