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primenumbers · Prime numbers and primality testing

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Description

PrimeNumbers is a e-mail discussion list for those who enjoy prime numbers.  Some look for patterns, some seek to find new records, others try to understand the distribution.  We try to limit our discussion to prime numbers, primality testing, and very closely related subjects.

If you enjoy prime numbers there are similar lists you might enjoy, such as PrimeForm focusing on primality proving programs and GIMPS' Mersenne Primes list. 

If you think you have a Goldbach proof, then please note that there are groups which deal specifically with such matters, perhaps try those first?

[ The Prime Pages : FAQ | Glossary | Links | Top 5000 | CrackPots ]

  • Avoid sending the same mail to multiple lists! (because it spams those who are on all of them).
  • Follow links at you (on left) at your own risk! They have been provided by the members.  We check them periodically but...
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  • Please report any malicious or non-prime related files/links/... to the moderators.

Most Recent Messages

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Re: Lehmer's Totient Problem Solved
I've presented to you the basics of how the proof would take place. If you'd like to work through a few details to improve upon my idea, then do so. If you
Posted - Fri May 24, 2013 11:34 pm
leavemsg1
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Diophantine equation
Hello all: Let c an even positive integer number fixed. Consider the quadratic equation in two variables: -3x^2+y^2-2xy-4cx+4cy+4=0 Can anyone prove that for
Posted - Fri May 24, 2013 6:21 pm
Sebastian Martin Ruiz
s_m_ruiz
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Re: Lehmer's Totient Problem Solved
Note that phi(bC)=phi(b)phi(C) if and only if gcd(b,C)=1, but it could be that C=bC'. Regards, Jose Brox 2013/5/24 leavemsg1 <leavemsg1@...> ... -- La
Posted - Fri May 24, 2013 10:43 am
Jose Ramón Brox
ambroxius
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Lehmer's Totient Problem Solved
a copy of this proof can be found at www.oddperfectnumbers.com ... D. H. Lehmer's (1932) Totient Conjecture Stated: phi(n) divides (n -1) iff 'n' is prime.
Posted - Fri May 24, 2013 2:03 am
leavemsg1
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Re: Flat ternary cyclotomic polynomials
... On who regularly publishes, in mathematical journals, articles that do not derive principally from other subjects, such as physics. David (pleading not
Posted - Thu May 23, 2013 3:15 pm
djbroadhurst
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Message History

Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec
2013 58 36 92 77 43
2012 58 77 104 29 22 42 41 83 85 114 85 85
2011 184 134 41 30 38 38 98 161 252 285 261 123
2010 47 62 39 39 88 32 130 99 73 102 239 122
2009 60 35 100 223 152 175 178 119 152 118 74 82
2008 43 66 29 13 58 73 45 38 71 46 62 46
2007 109 141 70 46 84 42 35 27 29 19 25 36
2006 155 82 190 96 110 74 65 103 36 20 70 56
2005 165 130 210 180 196 112 89 66 60 59 145 209
2004 197 121 93 93 117 133 120 72 88 172 151 183
2003 616 414 354 343 271 217 316 300 235 242 193 207
2002 381 622 579 440 805 345 276 429 489 556 530 509
2001 257 205 265 272 204 382 430 435 588 645 537 403
2000 15

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