Mathematical constants and numbers
edited by
Simon Plouffe
Associate Professor
LaCIM, University of Quebec at Montreal
http://www.lacim.uqam.ca/pi : Plouffe's Inverter
plouffe@math.uqam.ca





The value of Zeta(3) to 1,000,000 decimal digits.
the number is defined as sum(1/n^3,n=1..infinity), the
sum of inverses of cubes and equals 1.2020569031...


Computed by : Sebastian Wedeniwski (wedeniws@de.ibm.com)
who computed more than 128 million digits using this more
efficient formula found by Theodor Amdeberhan and Doron Zeilberger.


/ \
| ------ 3 |
| \ n A(n) ((2 n + 1)! (2 n)! n!) |
Zeta(3) = 1/24 | ) (-1) ------------------------------ |
| / 3 |
| ------ (3 n + 2)! ((4 n + 3)!) |
\ n >= 0 /