Related papers: $Z$-set unknotting in large cubes

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We prove a version of $Z$-set unknotting theorem for uncountable products of real numbers.

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We prove a $Z$-set unknotting theorem for Nobeling spaces. This generalizes a result obtained by S. Ageev for a restricted class of $Z$-sets. The theorem is proved for a certain model of Nobeling spaces.

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