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First order representations of compact Hausdorff spaces
A convenient category for the closed graph theorem
Rings of uniformly continuous
29 other sections not shown
A-object arbitrary axioms bijection called characterization closed filter closed sets closure spaces cohomology commutative compact complete lattices concrete category connected construction continuous lattice continuous map convergence spaces coreflective Corollary countable crossed complexes defined definition denote diagram embedding epimorphism equivalent exists factorization structures fibre finite forgetful functor free topological groups full subcategory function groupoids Hausdorff space hence Herrlich homeomorphism homotopy implies induced inverse isomorphism Lecture Notes left adjoint Lemma Let F linear locally fine space map f monad morphism natural transformation nearness space nearness structure objects point closures precompact preserves Proc Proof properties Proposition pullback quasicompact quotient reflective regular epimorphism S.A. Morris sequence simplicial sober spaces Springer subobject subset subspace surjective T-regular functor theorem theory topological algebras topological categories topological groups topological space topos ultrafilter underlying set uniform cover uniform spaces uniformly continuous unique vector