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User Profile: apovolo_@_mail.com



User Profile for: apovolo_@_mail.com

UserID:

552579

Name:

apovolot@gmail.com

Email:


Registered:

9/4/08

Total Posts:

73

Recent Messages

Discussion

Posted

1

Progress on generalization of Stephen Lucas' identities for Pi and its convergents

sci.math.symbolic.independent

Jul 22, 2014 1:48 PM

2

sum_(n=1)^infinity p_n/(p_(n+1) n^2) seems to converge in the vicinity of 1.12984...

sci.math.symbolic.independent

Jul 21, 2014 1:07 PM

3

Progress on formula, relating Pi with ALL of its convergents  those, which are described in OEIS via A002485(n)/A002486(n)

sci.math.symbolic.independent

Jul 21, 2014 11:26 AM

4

sum_(n=1)^infinity p_n/(p_(n+1) n^2) seems to converge in the vicinity of 1.12984...

sci.math.symbolic.independent

Jul 21, 2014 11:00 AM

5

sum(eulerphi(n)/n!,n=1...infinity) = 5*sqrt(Pi)/3 1 ????

sci.math.symbolic.independent

Feb 2, 2013 10:34 AM

6

Re: Sum(1/(p(i)*log(p(i))), i=1...infinity)=Pi/2 ????

sci.math

Sep 15, 2011 12:28 PM

7

Re: 2 approximations and 1 exact formula for pi

sci.math.symbolic.independent

Jan 22, 2011 2:36 PM

8

Re: 2 approximations and 1 exact formula for pi

sci.math

Jan 22, 2011 2:36 PM

9

Re: A conjectural series for 1/pi of a new type

sci.math.symbolic.independent

Jan 18, 2011 9:37 PM

10

FYI  OEIS Superseeker goes Open Source

sci.math.symbolic.independent

Aug 20, 2010 6:30 AM

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