Importance: High ✭✭✭ |
Author(s): |
Subject: | Number Theory |
» Analytic Number Theory |
Keywords: | constant |
Euler | |
irrational | |
Mascheroni | |
rational | |
transcendental |
Recomm. for undergrads: no |
Posted | by: | Juggernaut |
on: | July 19th, 2011 |
Let . The number has not been proved algebraic or transcendental. In fact, it is not even known whether is irrational.
Euler-Masqueroni contant
If n = 2^k then log(n) is irrational. But Sum{1/k} is ever rational . Then Sum{1/k} - Log(n) is ever irrational.. Ludovicus