# Math Help - This problem is about a summation series...determine when it diverges or converges

1. ## This problem is about a summation series...determine when it diverges or converges

$\sum {\frac{1}{n^{1+\epsilon}}}$ from n = 1 to infinity

for some 0 < $\epsilon$ < 1. Determine for which values of $\epsilon$ the series converges or diverges.

2. Originally Posted by Aerospank
$\sum {\frac{1}{n^{1+\epsilon}}}$

for some 0 < $\epsilon$ < 1. Determine for which values of $\epsilon$ the series converges or diverges.
Read all of this: Harmonic series (mathematics) - Wikipedia, the free encyclopedia

3. Originally Posted by mr fantastic
this really helped a lot. thanks!