Find the value of the parameter $p$ for which the following series converge. Series of:
$\frac{1}{(ln(k))^p}$
from $2$ to $\infty$.
Find the value of the parameter $p$ for which the following series converge. Series of:
$\frac{1}{(ln(k))^p}$
from $2$ to $\infty$.
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There are no values of $p$ for which this series converges. Are you sure you stated the problem correctly?