Quasi-tilted algebras of canonical type
Quelques applications de la localisation
Quelques applications de la notion de localisation
Quelques remarques sur la notion d'extension rationnelle maximale d'un module et sur les anneaux maximaux de fractions au sens d'Utimi
Quotient rings and one-sided primes.
Quotients of reflexive modules
Radical of splitting ring extensions.
Radical properties of perfect modules.
Radicals of symmetric cellular algebras
For a symmetric cellular algebra, we study properties of the dual basis of a cellular basis first. Then a nilpotent ideal is constructed. The ideal connects the radicals of cell modules with the radical of the algebra. It also yields some information on the dimensions of simple modules. As a by-product, we obtain some equivalent conditions for a finite-dimensional symmetric cellular algebra to be semisimple.
Rad-supplemented modules
Recent advances in enveloping algebras of semi-simple Lie-algebras
Recent progress in special Colombeau algebras: geometry, topology, and algebra
Over the past few years there has been considerable progress in the structural understanding of special Colombeau algebras. We present some of the main trends in this development: non-smooth differential geometry, locally convex theory of modules over the ring of generalized numbers, and algebraic aspects of Colombeau theory. Some open problems are given and directions of further research are outlined.
Recollements induced by good (co)silting dg-modules
Let be a dg--module, the endomorphism dg-algebra of . We know that if is a good silting object, then there exist a dg-algebra and a recollement among the derived categories of , of and of . We investigate the condition under which the induced dg-algebra is weak nonpositive. In order to deal with both silting and cosilting dg-modules consistently, the notion of weak silting dg-modules is introduced. Thus, similar results for good cosilting dg-modules are obtained. Finally, some...
Reduced near-rings
Reduced p.p.-rings without identity.
Réduction des intersections.
Reduction Theorems for Endomorphism Near-Rings.
Regular additively inverse semirings.
Regular and normal quantales
Regular Rings and Baer Rings.