AbstractJ. A. Green proved a theorem which is the converse to a theorem of R. Brauer (Proc. Camb. Philos. Soc.51(1955), 237–239). In this article we give another proof of the theorem concretely without using Frobenius's formula for induced characters and we also state some comments on Brauer's induction theorem
If GG is a non-cyclic finite group, non-isomorphic GG-sets X,YX,Y may give rise to isomorphic permut...
This note is motivated by the problem to understand, given a commutative ring F, which G-sets X, Y g...
AbstractLet G be a finite group. The isomorphism classes of G-sets generate a commutative ring ℬ[G] ...
AbstractJ. A. Green proved a theorem which is the converse to a theorem of R. Brauer (Proc. Camb. Ph...
AbstractJ. A. Green proved a theorem which is the converse of a theorem of R. Brauer (1955, Proc. Ca...
AbstractWe show that—in some suitable sense—any induction theorem for the character ring of a finite...
AbstractLet G be a finite group, and suppose that G is an operator group of a finite group A. Define...
Let $N$ be a normal subgroup of a finite group $G$ and let $H/N$ be a normal $p$-subgroup of $G/N,$ ...
Let G be a finite group and F a field, then to any finite G-set X we may associate a F [G]-permutati...
Througout this paper G, Z and Q denote a finite group, the ring of rational integers and the rationa...
Sejam G um grupo finito e R um subanel de C que contém Z. Richard Brauer demonstrou que uma função d...
Brauer's induction theorem states that every irreducible character of a finite group G can be expres...
AbstractLet R(G) be the character ring of a finite group G. For any subring S of the complex field, ...
AbstractSo far there exist three independent constructions of two different canonical versions of Br...
AbstractThis article is a continuation of my article, “On Isomorphisms of a Brauer Character Ring on...
If GG is a non-cyclic finite group, non-isomorphic GG-sets X,YX,Y may give rise to isomorphic permut...
This note is motivated by the problem to understand, given a commutative ring F, which G-sets X, Y g...
AbstractLet G be a finite group. The isomorphism classes of G-sets generate a commutative ring ℬ[G] ...
AbstractJ. A. Green proved a theorem which is the converse to a theorem of R. Brauer (Proc. Camb. Ph...
AbstractJ. A. Green proved a theorem which is the converse of a theorem of R. Brauer (1955, Proc. Ca...
AbstractWe show that—in some suitable sense—any induction theorem for the character ring of a finite...
AbstractLet G be a finite group, and suppose that G is an operator group of a finite group A. Define...
Let $N$ be a normal subgroup of a finite group $G$ and let $H/N$ be a normal $p$-subgroup of $G/N,$ ...
Let G be a finite group and F a field, then to any finite G-set X we may associate a F [G]-permutati...
Througout this paper G, Z and Q denote a finite group, the ring of rational integers and the rationa...
Sejam G um grupo finito e R um subanel de C que contém Z. Richard Brauer demonstrou que uma função d...
Brauer's induction theorem states that every irreducible character of a finite group G can be expres...
AbstractLet R(G) be the character ring of a finite group G. For any subring S of the complex field, ...
AbstractSo far there exist three independent constructions of two different canonical versions of Br...
AbstractThis article is a continuation of my article, “On Isomorphisms of a Brauer Character Ring on...
If GG is a non-cyclic finite group, non-isomorphic GG-sets X,YX,Y may give rise to isomorphic permut...
This note is motivated by the problem to understand, given a commutative ring F, which G-sets X, Y g...
AbstractLet G be a finite group. The isomorphism classes of G-sets generate a commutative ring ℬ[G] ...
DOI
Add to ORKG