Benjamin Lindley
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 Sep27 accepted Maximum product for multisets with same sum Sep27 comment Maximum product for multisets with same sum But n is unknown (to me). So, assuming you are correct, my question becomes simply, "How do I determine n?". Sep27 comment Maximum product for multisets with same sum I kind of figured that would be the case (although I wasn't certain). None the less, I can't figure out, generally, how to get exactly what that term should be. Sep27 asked Maximum product for multisets with same sum Sep27 awarded Informed Sep26 awarded Notable Question Sep23 awarded Popular Question Apr29 accepted Deriving Universal Modus Tollens Apr28 asked Deriving Universal Modus Tollens Apr19 accepted Which law of logical equivalence says P ∨(~P ∧ Q) ≡ P ∨Q? Apr19 comment Which law of logical equivalence says P ∨(~P ∧ Q) ≡ P ∨Q? Thank you. I never think to go that way with the Distributive law, because I'm always trying to reduce the number of symbols. Apr19 asked Which law of logical equivalence says P ∨(~P ∧ Q) ≡ P ∨Q? Jul6 accepted How accurately can huge factorials be calculated? Jul6 comment How accurately can huge factorials be calculated? @Qiaochu: If that's the best that can be done, then yeah, I'd accept that. Jul6 comment How accurately can huge factorials be calculated? @Qiaochu: Um... Zero. Jul6 awarded Student Jul6 asked How accurately can huge factorials be calculated? Feb24 awarded Scholar Feb24 accepted How do I solve for $V$ in this equation? Feb24 awarded Supporter