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Pedja
  • Member for 10 years, 5 months
  • Last seen more than a month ago
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revised
A primality criterion for specific class of $N=4kp^n+1$
reformulated criterion
revised
Formula for $\pi$ involving exponents of Mersenne primes
added 2 characters in body
revised
Formula for $\pi$ involving exponents of Mersenne primes
added link to new sagecell
awarded
 Popular Question
revised
Formula for $\pi$ involving exponents of Mersenne primes
reformulated identity
comment
Formula for $\pi$ involving exponents of Mersenne primes
@AlexeiEntin Why do you think so? Is there some good reason or it is just your intuition?
revised
Conjectured primality test for numbers of the form $N=4 \cdot 3^n-1$
New formulation of criterion
revised
Formula for $\pi$ involving exponents of Mersenne primes
Added link to sagemath cell
comment
Formula for $\pi$ involving exponents of Mersenne primes
@Jon23 I added link to Pari/GP code. I don't have a such access . I relay on GIMPS findings and data from www.primenumbers.net
revised
Formula for $\pi$ involving exponents of Mersenne primes
Added some new notation and insight
revised
Formula for $\pi$ involving exponents of Mersenne primes
fixed data part
revised
Formula for $\pi$ involving exponents of Mersenne primes
Added graph and data
comment
Formula for $\pi$ involving exponents of Mersenne primes
@DanielWeber I am absolutely aware that I could be wrong.
comment
Formula for $\pi$ involving exponents of Mersenne primes
@JoshuaZ Over exponents of Mersenne primes.
comment
Formula for $\pi$ involving exponents of Mersenne primes
@DanielWeber Adding new terms to formula from 1 to 50 I am geting better and better approximation for $\pi$. Also there is similar Euler's formula for $\pi$.
asked
Formula for $\pi$ involving exponents of Mersenne primes
awarded
 Yearling
awarded
 Popular Question
awarded
 Popular Question
awarded
 Yearling
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