Hi,
I'm studying the asymptotic behavior (n -> infinity) of the following formula, where k is a given constant.
\frac{1}{n^{k (k + 1)/(2 n)}(2 k n - k (1 + k) \ln n)^2}
I'm trying to do a series expansion on this equation to give the denominator a simpler form so that it is easier to make an...