-structure on the Cohomology of the Free 2-Nilpotent Lie Algebra
Calcul des courants induits et des forces électromagnétiques dans un système de conducteurs mobiles
Calcul des relations inverses
Calcul des satellites et présentations des bimodules à l'aide des carrés exacts
Calcul des satellites et présentations des bimodules à l'aide des carrés exacts (2e partie)
Calculating limits and colimits in pro-categories
We present some constructions of limits and colimits in pro-categories. These are critical tools in several applications. In particular, certain technical arguments concerning strict pro-maps are essential for a theorem about étale homotopy types. We also correct some mistakes in the literature on this topic.
Cancellative actions
The following problem is considered: when can the action of a cancellative semigroup on a set be extended to a simply transitive action of the universal group of on a larger set.
Canonical and op-canonical lax algebras.
Canonical ordering theorems, a first attempt
Cantors Diagonalprinzip für Kategorien.
Caractéristique d'Euler-Poincaré
Carrés exacts et carrés déductifs
Cartan-Eilenberg projective, injective and flat complexes
Let be an associative ring with identity and a class of -modules. In this article: we first give a detailed treatment of Cartan-Eilenberg complexes and extend the basic properties of the class to the class ). Secondly, we study and give some equivalent characterizations of Cartan-Eilenberg projective, injective and flat complexes which are similar to projective, injective and flat modules, respectively. As applications, we characterize some classical rings in terms of these complexes,...
Cartesian bicategories. II.
Cartesian closed categories, quasitopoi and topological universes
Cartesian closed concrete categories
Cartesian closed functor-structured categories
Cartesian closed hull for metric spaces
Cartesian closed hull for (quasi-)metric spaces (revisited)
An existing description of the cartesian closed topological hull of , the category of extended pseudo-metric spaces and nonexpansive maps, is simplified, and as a result, this hull is shown to be a special instance of a “family” of cartesian closed topological subconstructs of , the category of extended pseudo-quasi-semi-metric spaces (also known as quasi-distance spaces) and nonexpansive maps. Furthermore, another special instance of this family yields the cartesian closed topological hull of...
Cartesian closed hull of uniform spaces