5 items are filed under this topic.
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Some number theoretic speculations |
2008-12-04 |
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From Andrew:
Another way of looking at the 'alternating parity polynomial', again based on Fermat's Little Theorem,
is to substitute (a - b) for x in x^(p-1) - 1 as this is always divisible by any prime p. So, if one removes
the "- 1", there is always a remainder of (1/p)! (I took up your challenge!)
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Andrew
Answered by Chris Fisher and Victoria West. |
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x^5 + y^5 + z^5 = w^5 |
2001-01-11 |
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From Samuel Brown:
x5 + y5 + z5 = w5 I have no idea whether or not this is possible.
Answered by Claude Tardif. |
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2^32 + 1 |
2000-04-08 |
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From Un Etudiant:
232 +1 can be divided by 641 , why?
Answered by Claude Tradif. |
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Dernier théorème de Fermat |
2006-06-06 |
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From Jean-Claude:
Bonjour, je suis étudiant au baccalauréat en mathématique et j'aimerais savoir où et comment je peux me procurer la démonstration du dernier théorème de Fermat écrite par Wiles.
Answered by Claude Tardif. |
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Nombre Premier |
2003-02-24 |
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From Un Etudiant:
Montrer que si p est facteur premier de 22n + 1 alors (p-1) est multiple de 2n+2
Answered by Claude Tardif. |
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