广义调和级数收敛性的探讨

The Discussion in the Convergence of a General Harmonic Series

利用级数的性质对广义调和级数的收敛性作了讨论和研究，推出了去掉发散的广义调和级数不同的无限多项，余下的无穷级数将成为收敛的级数，并给出上界。

In our paper, we study the convergence of a general harmonic series by using series properties.and prove that if we remove infinite terms in a divergent general harmonic series, the series with its remnant terms will be convergent. Moreover we give its superior limit.