On the boundary behavior of imbeddings of metric spaces into a Euclidean space
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We investigate the boundary behavior of so-called Q-homeomorphisms with respect to a measure in some metric spaces. We formulate a series of conditions for the function Q(x) and the boundary of the domain under which any Q-homeomorphism with respect to a measure admits a continuous extension to a boundary point.
KeywordsQuasiconformal Mapping Boundary Behavior Admissible Function Weakly Planar Nonnegative Ricci Curvature
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