AbstractWe introduce the notion of a monomial resolution of a module over a group algebra, a construction which behaves similar to the projective resolution, but uses monomial modules instead. Over the complex numbers it is shown that, on the level of Grothendieck groups, the monomial resolution induces the canonical Brauer induction formula which was introduced in R. Boltje (Astérisque181–182 (1990), 31–59)
The book is a reproduction of a course of lectures delivered by the author in 1983-84 which appeared...
Abstract. For a graph G, we construct two algebras whose dimensions are both equal to the number of ...
Abstract. For a graph G, we construct two algebras, whose dimensions are both equal to the number of...
AbstractWe introduce the notion of a monomial resolution of a module over a group algebra, a constru...
AbstractFor trivial source modules admitting a filtration related to their generalized Brauer constr...
Abstract: The relationships between the generators of an ideal encapsulate a great deal of informati...
This monograph provides a systematic treatment of the Brauer group of schemes, from the foundational...
Abstract. We define the Buchberger resolution, which is a graded free resolution of a monomial ideal...
AbstractThere is an explicit resolution of an irreducible polynomial module for the general linear g...
AbstractWe consider how a resolution of an abelian group M over Z could be lifted to a free resoluti...
We describe a procedure for constructing monomial bases for finite dimensional irreducible represent...
We describe a procedure for constructing monomial bases for finite dimensional irreducible represent...
AbstractTaylor presented an explicit resolution for arbitrary monomial ideals. Later, Lyubeznik foun...
AbstractTaylor presented an explicit resolution for arbitrary monomial ideals. Later, Lyubeznik foun...
Abstract. We present an alternative constructive proof of the Brauer-Witt theorem using the so-calle...
The book is a reproduction of a course of lectures delivered by the author in 1983-84 which appeared...
Abstract. For a graph G, we construct two algebras whose dimensions are both equal to the number of ...
Abstract. For a graph G, we construct two algebras, whose dimensions are both equal to the number of...
AbstractWe introduce the notion of a monomial resolution of a module over a group algebra, a constru...
AbstractFor trivial source modules admitting a filtration related to their generalized Brauer constr...
Abstract: The relationships between the generators of an ideal encapsulate a great deal of informati...
This monograph provides a systematic treatment of the Brauer group of schemes, from the foundational...
Abstract. We define the Buchberger resolution, which is a graded free resolution of a monomial ideal...
AbstractThere is an explicit resolution of an irreducible polynomial module for the general linear g...
AbstractWe consider how a resolution of an abelian group M over Z could be lifted to a free resoluti...
We describe a procedure for constructing monomial bases for finite dimensional irreducible represent...
We describe a procedure for constructing monomial bases for finite dimensional irreducible represent...
AbstractTaylor presented an explicit resolution for arbitrary monomial ideals. Later, Lyubeznik foun...
AbstractTaylor presented an explicit resolution for arbitrary monomial ideals. Later, Lyubeznik foun...
Abstract. We present an alternative constructive proof of the Brauer-Witt theorem using the so-calle...
The book is a reproduction of a course of lectures delivered by the author in 1983-84 which appeared...
Abstract. For a graph G, we construct two algebras whose dimensions are both equal to the number of ...
Abstract. For a graph G, we construct two algebras, whose dimensions are both equal to the number of...