On continuous mappings of regions in a Euclidian space
Abstract
The basic assertion of this paper is that a set of branch points in space $R^n$ with $n \geq 3$ cannot be zero-dimensional. The proof is based on applying the very important theorem on continuity, which is also presented in the article.
Citation Example: Trohimchuk Yu. Yu On continuous mappings of regions in a Euclidian space // Ukr. Mat. Zh. - 1964. - 16, № 2. - pp. 196-211.
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