TOPO 72 - General Topology and its Applications

The works of J. de groot.- Topologies induced by banch function spaces.- Some properties involving base axioms and metrizability.- On ?-embedded sets in topological spaces.- Some applications of pointwise collectionwise normality.- Algebraic compactness and its relations to topology.- Spaces with a G?-diagonal.- On the theory of Hilbert cube manifolds.- The hyperspace of subcontinua of a peano continuum.- On Stone-Weierstrass spaces.- Coincidence of small and large inductive dimension.- Basic refinements of the category of uniform spaces.- Sequential spaces and quasi-perfect mappings.- Expansions of mappings.- Vector lattices of uniformly continuous functions and some categorical methods in uniform spaces.- Metrization of closed images of metric spaces.- Representation of spaces.- Some remarks on extension theorems in monotonically normal spaces.- A dozen small uncountable cardinals.- Limit-operators and reflective subcategories.- On perfect images of ordinals.- Shape theory and topological groups.- On countably paracompact spaces.- A universal one-dimensional metric space.- Ordinals and paracompactness in ordered spaces.- Another inductive dimension.- Regular maps and metrization.- Special bases for topological spaces.- A characterization of compact scattered spaces through chain limits; (chain compact spaces).- Recent results on E-compact spaces.- Recent developments of general topology in Japan.- Some recent developments on repletions and stone-?ech compactifications of O-dimensional spaces.- Development classes: An approach to perfectness, reflectiveness and extension problems.- An axiomatic characterization of covering dimension in metrizable spaces.- The p-adic topology on Abelian groups.- On completeness conditions and the baire property in moore spaces.- Adequacy in topology and uniform spaces.- Complete uniform spaces.- Very flat spaces of continuous functions.- Inverse limits and near-homeomorphism techniques in hyperspace problems.- A simple topological