| Название | : | Failed Anti-Prime Conjecture (extra footage) - Numberphile |
| Продолжительность | : | 1.02 |
| Дата публикации | : | |
| Просмотров | : | 28 rb |
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2 is already a divisor of most numbersso doubling only repeats the 2 Comment from : johnny llooddte |
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I think Brady conjectures you can always multiply a highly composite number by a primorial (2, 6, 30, 210) to get another highly composite number Comment from : Sunrise |
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you work so hard to make anti-prime a thing Comment from : oldcowbb |
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If bradys conjecture would be right, all powers of 2 would be highly composite right? Which the obviously arent :P Comment from : Bengt Bengt |
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Brady Square Comment from : Ishwar |
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Parker Squared that one, Brady Comment from : culwin |
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chebyshev said it and ill say it again always a prime between n and 2n Comment from : bryangoggin |
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What was Euler wrong about ? Comment from : MrIStillDontCare |
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You'd have to multiply by the smallest fraction that you can make out of its factors and the next prime, no? Comment from : Jonathan Ra |
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#parkersquare Comment from : Joes de Jonge |
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Shame on you Brad, you got it wrong Comment from : Rodrigo Marques |
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I see you still haven't given up on "anti-prime" Brady Comment from : 4myzelf |
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Yeh but does 480 have more dividers than 240 though? Yeah ok 480 isn't an anti-prime (and that Will catch on dammit!), but does it have more dividers than 240? :P Comment from : Radditz770 |
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Don't feel bad Brady, it happens to everyone according to Dr Grime Comment from : Stephen Furr |
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That conjecture was a clear example of a Parker Square Comment from : Fer Mac |
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say enough stuff, see what sticks- you'll be famous in no time! Comment from : Jaquerel |
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What a Parker Square of an anti-prime conjecture (Two Bradyisms in one sentence, whew!) Comment from : Harry the Hatchet Hopkirk |
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