Local compactness in bitopological spaces
Local expansions, derivatives, and fixed points
Local Lipschitz property for the Chebyshev center mapping over N-nets
Localic completion of generalized metric spaces I.
Localization for Hausdorff uniform bundles.
Localization In Bundles Of Metric Spaces,
Localization in Bundles of uniform spaces
Localization with change of the base space in uniform bundles and sheaves.
Locally fine means subfine
Locally fine uniformities and normal covers
Locallyn-Connected Compacta and UV n -Maps
We provide a machinery for transferring some properties of metrizable ANR-spaces to metrizable LCn-spaces. As a result, we show that for completely metrizable spaces the properties ALCn, LCn and WLCn coincide to each other. We also provide the following spectral characterizations of ALCn and celllike compacta: A compactum X is ALCn if and only if X is the limit space of a σ-complete inverse system S = {Xα , pβ α , α < β < τ} consisting of compact metrizable LCn-spaces Xα such that all bonding...