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- W1983046492 abstract "Recently the fundamental importance of the 1-ULC property of the complementary space in describing a given in En has become clear. Wild embeddings in En are characterized by the absence of the 1-ULC property. In this paper tame and wild embeddings in En of arbitrary compacta in codimension at least 3 are defined. For this purpose the notion of the dimension of embedding of compacta in En is introduced. The main theorem asserts that an of a compactum in En, n≥6, is wild if and only if the complementary space is not 1-ULC. Bibliography: 23 items." @default.
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- W1983046492 title "THE EMBEDDING OF COMPACTA IN EUCLIDEAN SPACE" @default.
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- W1983046492 doi "https://doi.org/10.1070/sm1970v012n02abeh000919" @default.
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