Let be a strictly increasing sequence of positive integers. Can the series ever converge?
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Originally Posted by math sucks Let be a strictly increasing sequence of positive integers. Can the series ever converge? At first glance it would appear to be bounded below by the harmonic series (if I've got the right name for it) which is divergent. -Dan
Originally Posted by topsquark At first glance it would appear to be bounded below by the harmonic series (if I've got the right name for it) which is divergent. -Dan Can you prove your statement?
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