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Categorial aspects are useful in topology
Categorial methods in topology
A categorical generalization of completely Hausdorff spaces
Categories of continuous function spaces
Category, Boolean algebras and measure
The category of all zero-dimensional realcompact spaces is not simple
The category of compact Hausdorff spaces is not algebraic if there are too many measurable cardinals
Certaines classes de distributions quasi-analytiques au sens de S. Bernstein
Characterization of Fourier-Stieltjes transforms of vector-valued measures
Characterizations of supercompact spaces
Circumscribing convex sets
A class $\alpha$ and compacta which are quasi-homeomorphic with surfaces
A class of connected spaces with many ramifications
Cohesive spaces and fixed points
Collared sets
Combinatorial properties of uniformities
Commemoration of Eduard Čech
Commemoration of Eduard Čech
Commemoration of Eduard Čech
Compact C-spaces and S-spaces
Compact Hausdorff spaces with two open sets
Compactifications by adding a countable number of points
A compactness criterion for Hausdorff admissible (jointly continuous) convergence structures in function spaces
A compactness criterion for the space of almost periodic functions
The compactness operator in general topology
Complementary inductive invariants and dimension
Complétion et compactification d'espaces syntopogènes
Completions of uniform spaces
Concerning a categorial approach to topological and algebraic theories
Concerning infinite-dimensional spaces
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