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Re: Proving an inequality
by Bruce Ure at 10:43 19/07/05 (Blogs::Hugo)
I think that puts this in that category of things which I would love to play with but probably can't justify just at the moment. But thanks. Maybe you could show me if/when I visit you in your new place.

(Strictly between you and me, like... I know someone who deals numbers. Want me to see if he can get you an 8-factor weird? He had some lovely primes last week. I know he was busy trying to fit an irrational into his car at the weekend but he's probably sorted it by now.)

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Proving an inequality Hugo van der Sanden - 22/06
    Re: Proving an inequality Simon - 22/06
    Re: Proving an inequality Hugo van der Sanden - 1/07
       Re: Proving an inequality Bruce Ure - 17/07
          Re: Proving an inequality Hugo van der Sanden - 18/07
             Re: Proving an inequality Bruce Ure - 19/07
                Re: Proving an inequality Hugo van der Sanden - 19/07
                   Re: Proving an inequality Bruce Ure - 19/07