Categorical Topology

Recovering a space from its banach sheaves.- Completeness is productive.- Legitimacy of certain topological completions.- On E-normal spaces.- Two procedures in bitopology.- Saks spaces and vector valued measures.- A question in categorical shape theory: When is a shape-invariant functor a kan extension?.- The finest functor preserving the baire sets.- Lifting closed and monoidal structures along semitopological functors.- On non-simplicity of topological categories.- Kan Lift-extensions in C.G. Haus.- Topological functors from factorization.- Groupoids and classification sequences.- Concentrated nearness spaces.- Initial and final completions.- Algebra ? topology.- Topological spaces admitting a "Dual".- Special classes of compact spaces.- Pairs of topologies with same family of continuous self-maps.- Hereditarily locally compact separable spaces.- Injectives in topoi, I: Representing coalgebras as algebras.- Injectives in Topoi, II: Connections with the axiom of choice.- Categories of statistic-metric spaces.- A categorical approach to primary and secondary operations in topology.- Limit-metrizability of limit spaces and uniform limit spaces.- Banach spaces over a compact space.- A note on (E,M)-functors.- Convenient topological algebra and reflexive objects.- Existence and applications of monoidally closed structures in topological categories.- Connection properties in topological categories and related topics.- On projective and injective objects in some topological categories.- An embedding characterization of compact spaces.- Connection and disconnection.- Connections between convergence and nearness.- Functors on categories of ordered topological spaces.- On the coproduct of the topological groups ? and ?2.- Lifting semifinal liftings.- Normally supercompact spaces and convexity preserving maps.- Structure Functors.- Function spaces in topological categories.

Recovering a space from its banach sheaves. - Completeness is productive. - Legitimacy of certain topological completions. - On E-normal spaces. - Two procedures in bitopology. - Saks spaces and vector valued measures. - A question in categorical shape theory: When is a shape-invariant functor a kan extension? . - The finest functor preserving the baire sets. - Lifting closed and monoidal structures along semitopological functors. - On non-simplicity of topological categories. - Kan Lift-extensions in C. G. Haus. - Topological functors from factorization. - Groupoids and classification sequences. - Concentrated nearness spaces. - Initial and final completions. - Algebra ? topology. - Topological spaces admitting a "Dual". - Special classes of compact spaces. - Pairs of topologies with same family of continuous self-maps. - Hereditarily locally compact separable spaces. - Injectives in topoi, I: Representing coalgebras as algebras. - Injectives in Topoi, II: Connections with the axiom of choice. - Categories of statistic-metric spaces. - A categorical approach to primary and secondary operations in topology. - Limit-metrizability of limit spaces and uniform limit spaces. - Banach spaces over a compact space. - A note on (E, M)-functors. - Convenient topological algebra and reflexive objects. - Existence and applications of monoidally closed structures in topological categories. - Connection properties in topological categories and related topics. - On projective and injective objects in some topological categories. - An embedding characterization of compact spaces. - Connection and disconnection. - Connections between convergence and nearness. - Functors on categories of ordered topological spaces. - On the coproduct of the topological groups ? and ? 2. - Lifting semifinal liftings. - Normallysupercompact spaces and convexity preserving maps. - Structure Functors. - Function spaces in topological categories.