On rectangular inverse systems of topological spaces
Sibe Mardešić · Glasnik Matematicki · 2004
For every cofinite inverse system of compact Hausdorff spaces X = (X λ , p λλ , Λ), there exists a cofinite inverse system of compact polyhedra Z = (Z τ λ , r τ τ λλ , Λ × T ) and there are mappingsAn analogous result holds for cofinite inverse systems of topological spaces and ANR-resolutions (polyhedral resolutions).