Separable functors in corings.
Separable morphisms of simplicial sets.
Sequences of Adjoints for Ens-Valued Functors.
Several extremal coreflective classes in uniform spaces
Shape Invariant Functors: Application in Module-Theory.
Simply (co)reflective subcategories of the categories determined by poset-valued functors
Simultaneously reflective and coreflective subcategories of presheaves.
Some functors related to polynomial theory
Some functors related to polynomial theory. II
Some remarks on preservation of topological products
Structure functors - Compositions of arbitrary right adjoints with topological functors I -
Structures defined by finite limits in the enriched context, I
Subdivisiones Relativas.
Sur quelques problèmes de plongement en algèbre : II. Extensions de Kan et prolongements de foncteurs à des graphes multiplicatifs
Sur quelques structures de base pour définir les structures
-spaces and the Wallman compactification.
Technique de descente et théorèmes d'existence en géométrie algébriques. II. Le théorème d'existence en théorie formelle des modules
Techniques de construction et théorèmes d'existence en géométrie algébrique III : préschémas quotients
Tensor products of topological ringoids
The category of compactifications and its coreflections
We define “the category of compactifications”, which is denoted CM, and consider its family of coreflections, denoted corCM. We show that corCM is a complete lattice with bottom the identity and top an interpretation of the Čech–Stone . A corCM implies the assignment to each locally compact, noncompact a compactification minimum for membership in the “object-range” of . We describe the minimum proper compactifications of locally compact, noncompact spaces, show that these generate the atoms...