Bounding the maximal size of independent generating sets of finite groups

HIGHLIGHTS

• who: Secondary and collaborators from the University of Padova, Milano-Bicocca, Via Cozzi, Milano, Italy have published the article: Bounding the maximal size of independent generating sets of finite groups, in the : Proceedings of the Royal Society of Edinburgh, 151, 133-150, 2021 of 31/Dec/2019
• what: In lemma 4.4 the authors show by elementary means that, for every positive real number η > 1, there exists a constant cη such that η m(Sym(n))=n - 1 cη (δ (Sym(n)), for every n ∈ N. This motivates the following conjecture, which can be seen as a . . .
  

   

  

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