View source for Law of large numbers

[[Law of large numbers]] is theorem from the course of [theory of probability.
The theorem states that the sum of independent identically distributed random variable 
approaches the normal distribution.

The rate of this approach is determined by the 
'''[[Bernoulli law of large numbers]]'''
(The formulation of the theorem is attributed to [[Jacob Bernoulli]] )
<ref>
Manfred Denker. Tercentennial anniversary of Bernoulli's law of large numbers.
[[Bulletin of theAmerican Mathematical Society, v.50, No.3, July 2013, p.373-390.
</ref>.

This article is to deal with some strange behavior of [[MathJax]]. While the technical error is analysed, use wikipedia
<ref>
http://en.wikipedia.org/wiki/Law_of_large_numbers
</ref>.

<!--
\(\mathbb P\)

For some reason, the formula typing below fails:

\(\displaystyle
\lim_{n\rightarrow \infty}
\frac{1}{\ln(N)}
\sum_{n=1}^{N} 
\frac{1}{n}
... 
=\erfc(t)
\)
!-->
==References==
<references/>

[[Category:Mathematics]]
[[Category:Theory of probability]]
[[Category:English]]
[[Category:Jacob Bernoulli]]