News, news!
I managed to obtain a direct formula as sum:
\( a_n= \sum_{k=1}^{n} \left(n\\k\right) \frac{k(-1)^{k}}{1-b^{k}} \)
But it still doesnt remind me of something useful.
Why does this simple sequence tend to \( 1/\ln(b) \)???
I managed to obtain a direct formula as sum:
\( a_n= \sum_{k=1}^{n} \left(n\\k\right) \frac{k(-1)^{k}}{1-b^{k}} \)
But it still doesnt remind me of something useful.
Why does this simple sequence tend to \( 1/\ln(b) \)???
