Construction of all maximal codes using MDS codes. (Die Konstruktion aller maximalen Code mit Hilfe von MDS-Coden.)
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Oberst, Ulrich, Dür, Arne (1983)
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We prove that if f is a k-dimensional map on a compact metrizable space X then there exists a σ-compact (k-1)-dimensional subset A of X such that f|X∖A is 1-dimensional. Equivalently, there exists a map g of X in such that dim(f × g)=1. These are extensions of theorems by Toruńczyk and Pasynkov obtained under the additional assumption that f(X) is finite-dimensional. These results are then extended to maps with fibers restricted to some classes of spaces other than the class of k-dimensional...
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