Miscellaneous Mathematical Constants
~1996
Simon Plouffe's reference tables of mathematical constants computed to high precision: pi, e, square roots, logarithms, and dozens of less familiar numbers, one page per constant. Compiled in the 1990s by the co-discoverer of the BBP digit-extraction formula for pi.
- Info
- 1-6/(Pi^2)
- 1/log(2)
- 1/sqrt(2*Pi)
- sum(1/2^(2^n)...
- 3/(Pi*Pi)
- arctan(1/2)
- Artin
- Backhouse
- Berstein
- Catalan
- Champernowne
- Copeland-Erdos
- cos(1)
- cube root of 3
- Chapter
- Zeta(1,2)
- (exp(2)-7)/2
- exp(1/e)
- Gompertz
- exp(2)
- exp(E)
- exp(-1)**exp(-1)
- exp(gamma)
- exp(-exp(1))
- exp(-gamma)
- exp(-1)
- exp(Pi)
- exp(-Pi/2)
- exp(Pi/4)
- exp(Pi)-Pi
- exp(Pi)/Pi**E
- Feigenbaum
- Fransen-Robinson
- Euler
- Gamma(1/3)
- Gamma(1/4)
- Euler**2
- Gamma(2/3)
- Gamme**3
- Gamma(3/4)
- gamma**(exp(1)
- 2**sqrt(2)
- Gibbs
- Gauss-Kuzmin-Wirsing
- Golden Ratio
- Golomb
- Grothendieck
- 1/omega
- Khinchin
- Landau-Ramanujan
- Lehmer
- Gauss
- Lengyel
- Levy
- log(10)
- log10 of 2
- log(2)
- log(2)**2
- log(2*Pi)
- log(3)
- log(4)/log(3)
- log(gamma)
- log(log(2))
- ln(0.5+0.5*SQRT(5))
- log(Pi)
- Madelung
- GAMMA minimum
- Bessel
- omega
- Parking
- Pi/2*sqrt(3)
- 1/6*Pi*Sqrt(3)
- Pi**exp(1)
- Pi^2
- Smallest Pisot-Vijayaraghavan
- arctan(1/2)/Pi
- product(1+1/n**3...
- Ramanujan
- Robbins
- Salem
- sin(1)
- 2**(1/4)
- sqrt(3)/2
- sum(1/binomial(2*n,n),...
- sum(1/(n*binomial(2*n,n))...
- sum(1/n^n,n=1...
- Traveling Salesman
- Tribonacci
- twin primes
- One-ninth constant
- Varga
- ???
- Zeta(1,1/2)
- Zeta(-1/2)
- Zeta(2)
- Zeta(3)
- Zeta(4)
- Zeta(5)
- Zeta(7)
- Zeta(9)
- Product[Cos[Pi/n]...
- int(sqrt(x)/log(1-x)...