ON THE BOUNDARY AND GLOBAL BEHAVIOR OF MAPPINGS OF RIEMANNIAN SURFACES
Abstract
In this article, we study non-homeomorphic mappings of Riemannian surfaces of
the Sobolev class. We have established estimates for the distortion of the modulus of
families of paths, and as a consequence, we obtained results on the boundary behavior
of such mappings between domains of Riemannian surfaces.
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