I'm working on a problem and I'm looking at an equation:
$lg(n) + (1 + o(1))(lg(n))/(lg(lg(n))$
All I want to know is, what does o(1) mean?
Thanks!
I'm working on a problem and I'm looking at an equation:
$lg(n) + (1 + o(1))(lg(n))/(lg(lg(n))$
All I want to know is, what does o(1) mean?
Thanks!
Be careful copying. Is it $O(1)$ or $o(1)$? They mean very different things.
http://en.wikipedia.org/wiki/Big_O_notation#Little-o_notation
It's intuitively a function that grows MUCH slower than $1$/constant, of $\lim\limits_{x\to\infty} f(x)=0$