This article is cited in 1 paper

Gakhov Equation for Mixed Inverse Boundary Value Problem on Riemann Surface with a Simple Branch-Point over Infinity

S. R. Nasyrov^a, L. Yu. Nizamieva<sup>b

a</sup> Kazan State University
^b Kazan Cooperative Institute

Abstract: The paper proves solvability of a Gakhov equation analogue for external mixed inverse boundary value problem on a Riemann surface. The surface is supposed to contain a unique simple branch-point over the infinity. The proof method uses technique of vector field rotation.

Keywords: mixed inverse boundary value problem, Gakhov equation, vector field rotation, Riemann surface.

UDC: 517.54

Received: 25.09.2007

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