Add to ORKGThis paper introduces the notion of endo-p-permutation kG-module. I give a characterization of indecomposable endo-p-permutation modules with vertex P via their source modules which are exactly the indecomposable endo-permutation modules whose classes in the Dade group D(P) are G-stable. In particular, when the normalizer of P controls p-fusion, I give a classification of sources of endo-p-permutation modules using the recent classification of the Dade group
The Dade group D(P) of a finite p-group P, formed by equivalence classes of endo-permutation modules...
AbstractIn this paper we use projectivity relative to kG-modules to define groups of relatively endo...
One problem of interest in modular representation theory of finite groups is in computing the group ...
This paper introduces the notion of endo-p-permutation kG-module. I give a characterization of indec...
AbstractThis paper introduces the notion of endo-p-permutation kG-module. I give a characterization ...
Shortly after the final classification of all endo-trivial modules for a finite p- group P by Jon Ca...
AbstractWe use results of Green to give a correct proof that the modules of the title are all absolu...
AbstractThe class of endo-monomial modules is introduced, generalizing endo-permutation modules. The...
Let p be a prime number. This paper solves the question of the structure of the group D(P) of endo-p...
The source of a simple $kG$-module, for a finite $p$-solvable group $G$ and an algebraically closed ...
Let G be a finite group with a normal Sylow p-subgroup P. Let 0 be a complete discrete valuation rin...
AbstractThe Dade group D(P) of a finite p-group P, formed by equivalence classes of endo-permutation...
We define the notion of the Dade group of a fusion system and show that some of the gluing and detec...
The Dade group $D(P)$ of a finite $p$-group $P$, formed by equivalence classes of endo-permutation m...
Let k be an algebraically closed field of characteristic p and G a finite group. Then the permutatio...
The Dade group D(P) of a finite p-group P, formed by equivalence classes of endo-permutation modules...
AbstractIn this paper we use projectivity relative to kG-modules to define groups of relatively endo...
One problem of interest in modular representation theory of finite groups is in computing the group ...
This paper introduces the notion of endo-p-permutation kG-module. I give a characterization of indec...
AbstractThis paper introduces the notion of endo-p-permutation kG-module. I give a characterization ...
Shortly after the final classification of all endo-trivial modules for a finite p- group P by Jon Ca...
AbstractWe use results of Green to give a correct proof that the modules of the title are all absolu...
AbstractThe class of endo-monomial modules is introduced, generalizing endo-permutation modules. The...
Let p be a prime number. This paper solves the question of the structure of the group D(P) of endo-p...
The source of a simple $kG$-module, for a finite $p$-solvable group $G$ and an algebraically closed ...
Let G be a finite group with a normal Sylow p-subgroup P. Let 0 be a complete discrete valuation rin...
AbstractThe Dade group D(P) of a finite p-group P, formed by equivalence classes of endo-permutation...
We define the notion of the Dade group of a fusion system and show that some of the gluing and detec...
The Dade group $D(P)$ of a finite $p$-group $P$, formed by equivalence classes of endo-permutation m...
Let k be an algebraically closed field of characteristic p and G a finite group. Then the permutatio...
The Dade group D(P) of a finite p-group P, formed by equivalence classes of endo-permutation modules...
AbstractIn this paper we use projectivity relative to kG-modules to define groups of relatively endo...
One problem of interest in modular representation theory of finite groups is in computing the group ...