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Paracompact locally compact spaces as inverse limits of polyhedra (CROSBI ID 82778)
Prilog u časopisu | izvorni znanstveni rad | međunarodna recenzija
Červar, Branko ; Uglešić, Nikica
Paracompact locally compact spaces as inverse limits of polyhedra // Publicationes mathematicae, 1-2 (1998), 52; 69-78-x
Podaci o odgovornosti
Červar, Branko ; Uglešić, Nikica
engleski
Paracompact locally compact spaces as inverse limits of polyhedra
A topological space is paracompact locally compact ($sigma$-compact locally compact), if and only if it admits a strictly canonical simplicial resolution consisting of metrizable (Polish) polyhedra with all the mappings proper. An analogous characterization of a proper mapping is also established.
locally compact; paracompact; proper mapping; normal covering; nerve;polyhedron; simplicial mapping; canonical mapping; inverse system; limit;resolution
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