Questions about modular representation theory of finite groups can often be reduced to
elementary abelian subgroups. This is the first book to offer a detailed study of the …

The Adams operations ψΛn and ψSn on the Green ring of a group G over a field K arise from
the study of the exterior powers and symmetric powers of KG-modules. When G is finite and …

Exterior and symmetric powers of modules for cyclic 2-groups - ScienceDirect Skip to main
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Let F p be a field of order p, G a cyclic group of order pk, and RS (pk) the Green ring of G
over F p. This paper concerns the conjecture on the λ-ring structure of a certain quotient ring …

In a recent paper of Benson and Symonds, a new invariant was introduced for modular
representations of a finite group. An interpretation was given as a spectral radius with …

In a recent paper of Benson and Symonds, a new invariant was introduced for modular
representations of a finite group. An interpretation was given as a spectral radius with …

Let K be a field of order p and let G be a cyclic group of order pk (k⩾ 2). We explicitly
decompose the symmetric powers of the indecomposable KG-module of dimension p+ 1 into …

We explain the action of the Adams operation Ψ^ k, for an odd integer k, on bup*(Bℤ/p)
mainly by using the injectivity of bup*(Bℤ/p) into the periodic case K*(Bℤ/p), where the …

Adams operations Ψk on bup* (Bℤ/p)^n - World Scientific News - Tom 156 (2021) - AGRO -
Yadda Przejdź do menu głównego Przejdź do treści Baner z napisem BAZA AGRO PL | EN …

In papers by JA Green and R.-C. Renaud indecomposable modules of cyclic groups of
prime power order are studied through the use of tensor products, as well as the characters …