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25450Re: [PrimeNumbers] Bounded Gaps of Primes

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  • yasep16
    Jan 13, 2014
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      Le 2014-01-13 20:12, Bob Gilson a écrit :
      > It's interesting that the most recent progress in reducing the bounded
      > gaps for primes has been
      >
      > 4680 Polymath Project
      > 600 James Maynard
      > 270 Polymath Project
      >
      > All these gaps are divisible by 30, and as David Broadhurst confirmed
      > but could not prove, any number wholly divisible by 30, including 30,
      > can be broken down into the sum of two particular even numbers. And on
      > either side of those particular even numbers, twin primes will be
      > found.
      >
      > Examples 30 = 18 + 12 : 17:19 & 11:13
      > 270 = 72 + 198 : 71:73 & 197:199
      >
      > Food for thought?
      >
      > Bob

      We love Maths because indeed there is no coincidences :-)
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