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Generators of Finite Groups
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Michael F. Stemper
Jul 10, 2021, 3:57:38 PM7/10/21
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Does anybody here know of a source for the size of the minimal
generating sets for finite groups -- say up to about order 24?
Alternatively, is there a theorem that says "if the minimal
generating set for a group is n, the group must have order at
least f(n)"?
--
Michael F. Stemper
Deuteronomy 24:17
generating sets for finite groups -- say up to about order 24?
Alternatively, is there a theorem that says "if the minimal
generating set for a group is n, the group must have order at
least f(n)"?
--
Michael F. Stemper
Deuteronomy 24:17
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