Abstract
Let G be a finite p-group, having a faithful
character χ of degree f. The object of this paper is to bound the number,
d(G), of generators in a minimal
generating set for G in terms of χ and in particular in
terms of f. This problem was raised by D. M. Goldschmidt,
and solved by him in the case that G has nilpotence class
2.
Publisher
Canadian Mathematical Society
Cited by
15 articles.
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