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Lattices with real numbers as additive operators

W. Holsztyński — 1969

CONTENTSIntroduction............................... 5Paragraph 1............................... 6Paragraph 2............................... 13Paragraph 3............................... 21Paragraph 4............................... 27Paragraph 5............................... 36Paragraph 6............................... 42Paragraph 7............................... 52Paragraph 8............................... 60Paragraph 9............................... 70References....................................

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Lattices with real numbers as additive operators

Universality of the product mappings onto products of In and snake-like spaces

Fixed points of arcwise connected spaces

An extension and axiomatic characterization of Borsuk's theory of shape

On the composition and products of universal mappings

Continuous mappings induced by isometries of spaces of continuous functions

On metric spaces aimed at their subspaces

Finite $T_{0}$ -spaces and universal mappings

Universal maps of Cartesian products

Concerning the ordering of shapes of compacta

On powers of bases in some compact algebras

On the congruence $a x + b y \equiv 1$ modulo $x y$ .