We construct a well-behaved stable category of modules for a large class of infinite groups. We then consider its Picard group, which is the group of invertible (or endotrivial) modules. We show how this group can be calculated when the group acts on a tree with finite stabilisers
This talk will be about the representations of a finite group scheme G defined over a field k of pos...
. Let G be a finite group and k an algebraically closed field of characteristic p. Let FU be the Ric...
of a finite p-group G, is the statement that a map between finite-dimensional kG-modules factors thr...
This note investigate some finiteness properties of the category U of unstable modules. One shows fi...
In this paper, we showed that the Stable Picard group of $A(n)$ for $n\geq 2$ is $\mathbb{Z}\oplus \...
We develop a suitable version of the stable module category of a finite group G over an arbitrary co...
Abstract. Let G be a finite group. The stable module category of G has been applied extensively in g...
For groups other than p-groups, some work has been done for general situations [12, 13] and for simp...
We develop a suitable version of the stable module category of a finite group G over an arbitrary co...
AbstractLet G be a compact Lie group. We describe the Picard group Pic(HoGS) of invertible objects i...
Benson D, Iyengar SB, Krause H, Stevenson G. Module categories for group algebras over commutative r...
Benson D, Iyengar SB, Krause H, Stevenson G. Module categories for group algebras over commutative r...
We develop a suitable version of the stable module category of a finite group G over an arbitrary co...
The second author was partly supported by NSF grant DMS 1503044. The fourth author was partly suppor...
We determine all endotrivial modules in prime characteristic p, for a finite group having a cyclic S...
This talk will be about the representations of a finite group scheme G defined over a field k of pos...
. Let G be a finite group and k an algebraically closed field of characteristic p. Let FU be the Ric...
of a finite p-group G, is the statement that a map between finite-dimensional kG-modules factors thr...
This note investigate some finiteness properties of the category U of unstable modules. One shows fi...
In this paper, we showed that the Stable Picard group of $A(n)$ for $n\geq 2$ is $\mathbb{Z}\oplus \...
We develop a suitable version of the stable module category of a finite group G over an arbitrary co...
Abstract. Let G be a finite group. The stable module category of G has been applied extensively in g...
For groups other than p-groups, some work has been done for general situations [12, 13] and for simp...
We develop a suitable version of the stable module category of a finite group G over an arbitrary co...
AbstractLet G be a compact Lie group. We describe the Picard group Pic(HoGS) of invertible objects i...
Benson D, Iyengar SB, Krause H, Stevenson G. Module categories for group algebras over commutative r...
Benson D, Iyengar SB, Krause H, Stevenson G. Module categories for group algebras over commutative r...
We develop a suitable version of the stable module category of a finite group G over an arbitrary co...
The second author was partly supported by NSF grant DMS 1503044. The fourth author was partly suppor...
We determine all endotrivial modules in prime characteristic p, for a finite group having a cyclic S...
This talk will be about the representations of a finite group scheme G defined over a field k of pos...
. Let G be a finite group and k an algebraically closed field of characteristic p. Let FU be the Ric...
of a finite p-group G, is the statement that a map between finite-dimensional kG-modules factors thr...
DOI
Add to ORKG