Dimension subgroups, nilpotency indices, and the number of generators of ideals in p-group algebras

The structure of the group ring of a 𝑝-group over a modular field

S. A. Jennings · Transactions of the American Mathematical Society · 1941 · 196 citations · Full text

Natural Sciences, Mathematics, Algebra +7

Powerful p-groups. I. Finite groups

Alexander Lubotzky, Avinoam Mann · Journal of Algebra · 1987 · 189 citations

Natural Sciences, Organization Studies, Combinatorics +4

On the number of generators of ideals in local rings

Aner Shalev · Advances in Mathematics · 1986 · 50 citations

Natural Sciences, Religious Studies, Hindu Studies +4

Lie Dimension Subgroups, Lie Nilpotency Indices, and the Exponent of the Group of Normalized Units

Aner Shalev · Journal of the London Mathematical Society · 1991 · 38 citations

Natural Sciences, Mathematics, Algebra +11

Lie dimension subgroups

Inder Bir S. Passi, Sudarshan K. Sehgal · Communications in Algebra · 1975 · 22 citations