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Math Question: (Diophantine equation)
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Adeptus
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RE: Math Question: (Diophantine equation)
quote:
Originally posted by Jhrono
Will that work? Remember that the procedure you are aware of also includes the = solutions so, those will be common. By Adeptus method, you'll obtain the < solutions. Or am I looking at this in a wrong way?
The reason why my "method" was fine is because in a diophantine equation, all variables are whole integers.  Thus, if you remove everything >= 5, what remains will be <= 4 -- because there obviously are no whole integers between 4 and 5.
05-23-2008 12:11 AM
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Messages In This Thread
Math Question: (Diophantine equation) - by -dt- on 05-22-2008 at 04:48 PM
RE: Math Question: (Diophantine equation) - by foaly on 05-22-2008 at 04:54 PM
RE: Math Question: (Diophantine equation) - by Basilis on 05-22-2008 at 05:07 PM
RE: Math Question: (Diophantine equation) - by Adeptus on 05-22-2008 at 05:40 PM
RE: Math Question: (Diophantine equation) - by -dt- on 05-22-2008 at 11:44 PM
RE: Math Question: (Diophantine equation) - by Jhrono on 05-22-2008 at 11:46 PM
RE: Math Question: (Diophantine equation) - by -dt- on 05-22-2008 at 11:49 PM
RE: Math Question: (Diophantine equation) - by Adeptus on 05-23-2008 at 12:11 AM
RE: Math Question: (Diophantine equation) - by Chrono on 05-23-2008 at 12:18 AM
RE: Math Question: (Diophantine equation) - by Jhrono on 05-23-2008 at 12:38 AM
RE: Math Question: (Diophantine equation) - by -dt- on 05-23-2008 at 12:41 AM
RE: Math Question: (Diophantine equation) - by John Anderton on 05-23-2008 at 02:42 AM
RE: Math Question: (Diophantine equation) - by -dt- on 05-23-2008 at 07:04 AM
RE: Math Question: (Diophantine equation) - by foaly on 05-23-2008 at 11:44 AM
RE: Math Question: (Diophantine equation) - by Jhrono on 05-23-2008 at 01:27 PM
RE: Math Question: (Diophantine equation) - by foaly on 05-23-2008 at 01:34 PM


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