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Salvo Tringali's user avatar
Salvo Tringali's user avatar
Salvo Tringali's user avatar
Salvo Tringali
  • Member for 13 years, 5 months
  • Last seen this week
  • Shijiazhuang, Hebei, China
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Minimal size of subsets $A,B$ in a finite group $G$ such that $AB=G$
@quid. You're right. Replacing min with max is certainly closer to the spirit of the OP. I guess this is what you meant by the term "dual".
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Elementary cases of Mihailescu theorem
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"Augmenting" a category by an associative binary operation
Changed the title, rephrased some parts
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"Augmenting" a category by an associative binary operation
Thanks, Theo, for your comment. Yes, sorry, I forgot to say that $\zeta$ must be associative, in the categorial case. Let me edit and fix it.
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"Augmenting" a category by an associative binary operation
Fixed grammar, improved formatting, added hyperlinks and references
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"Augmenting" a category by an associative binary operation
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"Augmenting" a category by an associative binary operation
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"Augmenting" a category by an associative binary operation
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Embedding a semigroup into a divisible semigroup
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Embedding a semigroup into a divisible semigroup
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