
×
Category Theory
Applications to Algebra, Logic and Topology. Proceedings of the International Conference Held at Gummersbach, July 6-10, 1981
herausgegeben von K. H. Kamps, D. Pumplün und W. TholenInhaltsverzeichnis
- A note on the homology of regular nearness spaces.
- The symmetry of the Cauchy-completion of a category.
- On algebraic localizations.
- A canonical action on indexed limits an application to coherent homotopy.
- A remark on cartesian closedness.
- Crossed complexes and non-abelian extensions.
- Un critere de representabilite par sections continues de faisceaux.
- Kan extensions and systems of imprimitivity.
- Smooth structures.
- Enriched algebras, spectra and homotopy limits.
- General construction of monoidal closed structures in topological, uniform and nearness spaces.
- The fundamental groupoid and the homotopy crossed complex of an orbit space.
- Minimal topological completion of KBan1? KVec.
- On the freeness of Whitehead-diagrams.
- Applications of category theory to uniform structures.
- A categorical framework for interpolation theory.
- Toposes are monadic over categories.
- Essentially monadic adjunctions.
- Decomposition of morphisms into infinitely many factors.
- Remarks on radicals in categories.
- On the structure of factorization structures.
- A remark on scattered spaces.
- Bornological L1-functors as Kan extensions and Riesz-like representations.
- Exactness and projectivity.
- Constructive arithemtics.
- Adjoint diagonals for topological completions.
- Internal categories and crossed modules.
- Subdirect irreducibility and congruences.
- Algebraic categories of topological spaces.
- Extensions of a theorem of p. gabriel.
- Characterization of bicategories of stacks.
- On hom-functors and tensor products of topological vector spaces.
- Unnatural isomorphisms of products in a category.
- Categories of kits, coloured graphs, and games.