7 citations · 17 across the 4 of their papers we have counts for
4 papers
Extending the Coinvariant Theorems of Chevalley, Shephard--Todd, Mitchell and Springer
Abraham Broer, Victor Reiner, Larry Smith +1
We extend in several directions invariant theory results of Chevalley, Shephard and Todd, Mitchell and Springer. Their results compare the group algebra for a finite reflection gro…
On Chevalley-Shephard-Todd's theorem in positive characteristic
Abraham Broer
Let be a finite group acting linearly on the vector space over a field of arbitrary characteristic. The action is called coregular if the invariant ring is generated by alg…
Invariant theory of abelian transvection groups
Abraham Broer
Let be a finite group acting linearly on the vector space over a field of arbitrary characteristic. The action is called {\em coregular} if the invariant ring is generated…
Modules of covariants in modular invariant theory
Abraham Broer, Jianjun Chuai
Let the finite group act linearly on the vector space over the field of arbitrary characteristic. If is a subgroup the extension of invariant rings $k[V]^G\subset…