DOIAbstract
AbstractIn this paper a Clifford theory for semisimple G-groups is developed, as a particular case of an abstract Clifford theory for G-functors
AbstractIn this paper a Clifford theory for semisimple G-groups is developed, as a particular case of an abstract Clifford theory for G-functors
The present article has a threefold purpose: First it is a survey of the algebraic structures of gen...
We develop a Clifford theory for Mackey algebras. For simple Mackey functors, using their classifica...
Introducing the representation theory of groups and finite dimensional algebras, this book first s...
AbstractWhen does a G-functor admit a Clifford theory? In this paper we give a simple axiomatic prop...
AbstractWe describe in detail the Clifford theory for cyclic quotient groups. We pay particular atte...
This is an exposition on Clifford theory for induced representations of finite groups. We include se...
We present the basic results on the representation theory of the alternating groups Vn. Our approach...
Continuing the theory of systems, we introduce a theory of Clifford semialgebra systems, with applic...
Abstract. We survey some recent developments in semialgebraic transforma-tion group theory. Contents...
This third volume can be roughly divided into two parts. The first part is devoted to the investigat...
AbstractWe combine Galois theory with crossed products by letting grading groups act on ground field...
This book provides a definition of Green functors for a finite group G, and of modules over it, in t...
This note uses a variation of graded Morita theory for finite dimensional superalgebras to determine...
AbstractIn an earlier paper (Clifford theory with Schur indices, J. Algebra 170 (1994) 661–677), the...
AbstractThis paper characterizes directed graphs which are Cayley graphs of strong semilattices of g...
The present article has a threefold purpose: First it is a survey of the algebraic structures of gen...
We develop a Clifford theory for Mackey algebras. For simple Mackey functors, using their classifica...
Introducing the representation theory of groups and finite dimensional algebras, this book first s...
AbstractWhen does a G-functor admit a Clifford theory? In this paper we give a simple axiomatic prop...
AbstractWe describe in detail the Clifford theory for cyclic quotient groups. We pay particular atte...
This is an exposition on Clifford theory for induced representations of finite groups. We include se...
We present the basic results on the representation theory of the alternating groups Vn. Our approach...
Continuing the theory of systems, we introduce a theory of Clifford semialgebra systems, with applic...
Abstract. We survey some recent developments in semialgebraic transforma-tion group theory. Contents...
This third volume can be roughly divided into two parts. The first part is devoted to the investigat...
AbstractWe combine Galois theory with crossed products by letting grading groups act on ground field...
This book provides a definition of Green functors for a finite group G, and of modules over it, in t...
This note uses a variation of graded Morita theory for finite dimensional superalgebras to determine...
AbstractIn an earlier paper (Clifford theory with Schur indices, J. Algebra 170 (1994) 661–677), the...
AbstractThis paper characterizes directed graphs which are Cayley graphs of strong semilattices of g...
The present article has a threefold purpose: First it is a survey of the algebraic structures of gen...
We develop a Clifford theory for Mackey algebras. For simple Mackey functors, using their classifica...
Introducing the representation theory of groups and finite dimensional algebras, this book first s...
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