On ideal extensions of rings Read more about On ideal extensions of rings A fundamental problem in ring theory is to determine and describe ideal extensions of a given ring A
Lie nilpotency indices of modular group algebras Read more about Lie nilpotency indices of modular group algebras Let K be a field of positive characteristic p and KG the group algebra of a group G. It is known tha
Productos cruzados debis Read more about Productos cruzados debis Usando a noção de preunidade introduzida por Caenepeel and De Groot, apresentamos uma noção gera
The Active Bijection in Graphs, Hyperplane Arrangements, and Oriented Matroids Read more about The Active Bijection in Graphs, Hyperplane Arrangements, and Oriented Matroids We introduce a mapping from orientations to spanning trees in graphs, from regions to hyperplane ba
On some open problems and applications of coalgebra theory Read more about On some open problems and applications of coalgebra theory I shall talk about some new developments in the theory of coalgebra. In particular I will talk about
On the deformations of N-Koszul algebras Read more about On the deformations of N-Koszul algebras There are two natural notions of deformation applicable to N-Koszul algebras. First, such an algebr
On linear properties of Goldie dimension of modules and modular lattices. Read more about On linear properties of Goldie dimension of modules and modular lattices. The Goldie dimension of a module M is defined as the supremum of all cardinalities λ such that M c
Subgroup depth Read more about Subgroup depth Depth two is a nice little theory for subrings (reminiscent to and generalizing H-separable ring ext
The Gelfand-Kirillov dimension and some results in noncommutative ring theory. Read more about The Gelfand-Kirillov dimension and some results in noncommutative ring theory. It the first part of talk we will mention the definition and general informations on the Gelfand-Kir
A homological hammer to pound an infinite problem into a finite calculation. Read more about A homological hammer to pound an infinite problem into a finite calculation. A list of generators and relations offers a succinct presentation for an algebra over a field, but w