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OT RE finite curvature of the primes [Fwd: SEQ FROM Roger L. Bagula]

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  • Jose Ramón Brox
    Roger, What is the point in sending such a big recurrence equation without a good explanation for it? Jose Brox ... From: Roger Bagula To: true number theory ;
    Message 1 of 1 , Sep 30, 2003
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      Roger,
      What is the point in sending such a big recurrence equation without a good explanation for it?

      Jose Brox
      ----- Original Message -----
      From: Roger Bagula
      To: true number theory ; prime numbers
      Sent: Tuesday, September 30, 2003 10:58 PM
      Subject: [PrimeNumbers] finite curvature of the primes [Fwd: SEQ FROM Roger L. Bagula]




      -------- Original Message --------
      Subject: SEQ FROM Roger L. Bagula
      Date: Tue, 30 Sep 2003 16:56:09 -0400 (EDT)
      From: <njas@...>
      Reply-To: tftn@...
      To: njas@...
      CC: tftn@...



      The following is a copy of the email message that was sent to njas
      containing the sequence you submitted.

      All greater than and less than signs have been replaced by their html
      equivalents. They will be changed back when the message is processed.

      This copy is just for your records. No reply is expected.
      Subject: NEW SEQUENCE FROM Roger L. Bagula


      %I A000001
      %S A000001 0,1,0,4,0,6,1,1,6,1,2,10,3,3,3,10,2,4,9,3,10,5,4,6,21,3,22,7,6,32,5,11,7,31,5,
      7,18,7,7,14,8,81,5,13,8,10,16,39,10,9,18,9,19,14,10,35,8,12,19,11,13,24,50,17,
      14,35,14,128,14,16,14,22,15,35,18,15,40,16,17,34,16,73,11,40,20,17,22,70,23,
      17,21,48,17,58,26,21,29,21,64,20,37,19,63,21,21,39,20,66,15,22,23,33,20,24,
      215,24,23,22,38,24,107,29,30,27,39,27,31,39,26,56,23,31,57,24,44,27,43,30,64,
      29,263,16,45,28,32,56,116,38,32,58,119,39,35,163,32,34,34,97,31,48,35,165,32,
      49,33,58,35,148,29,60,35,152,36,36,74,36,156,45,40,86,142,37,35,55,37,57,50,
      44,121,32,60,40,70,58,51,42,174,38
      %N A000001 A finite curvature sequence for the primes.
      %C A000001 Made as a ramp by multiplication by n.
      %F A000001 Floor[n*(
      0.25+(( a[[n]]-a[[n-1]])*(b[[n]]-2*b[[n-1]]+b[[n-2]])-(
      b[[n]]-b[[n-1]])*(a[[n]]-2*a[[n-1]]+a[[n-2]]))/
      Power[( a[[n]]-a[[n-1]])^2+( b[[n]]-b[[n-1]])^2,3/2])
      %t A000001 digits=200
      a=Table[Prime[n],{n,1,digits}]
      b=Table[(Prime[n]-Prime[n-1]),{n,2,digits+1}]
      c=Table[ Floor[
      n*(0.25+(( a[[n]]-a[[n-1]])*(b[[n]]-2*b[[n-1]]+b[[n-2]])-(
      b[[n]]-b[[n-1]])*(a[[n]]-2*a[[n-1]]+a[[n-2]]))/
      Power[( a[[n]]-a[[n-1]])^2+( b[[n]]-b[[n-1]])^2,3/2])],{n,3,digits}]
      %O A000001 3
      %K A000001 ,nonn,
      %A A000001 Roger L. Bagula (tftn@...), Sep 30 2003
      RH
      RA 209.178.182.199
      RU
      RI



      --
      Respectfully, Roger L. Bagula
      tftn@..., 11759Waterhill Road, Lakeside,Ca 92040-2905,tel: 619-5610814 :
      URL : http://home.earthlink.net/~tftn
      URL : http://victorian.fortunecity.com/carmelita/435/




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