On separable nets in constructive topological spaces

Details On separable nets in constructive topological spaces On separable nets in constructive topological spaces

2010-10-17

arxiv.org/abs/1010.3446v1

Mathematics

Logic

4 pages

Scientific paper

A class of nets in constructive (in A.A.Markov's sense) topological space for
which the convergence is equivalent to convergence of all subsequences, is
described. B.A.Kushner's theorem about coincidence of strong and weak
constructive variants of Riemann's integrability, is obtained as corollary.

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