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- W13535247 abstract "Let $p$ be a prime and ${mathcal{P}_{p}}$ the set of positive integers which are prime to $p$. We establish the following interesting congruence [sumlimits_{begin{smallmatrix} i+j+k={{p}^{r}} i,j,kin {mathcal{P}_{p}} end{smallmatrix}}{frac{{{(-1)}^{i}}}{ijk}}equiv frac{{{p}^{r-1}}}{2}{{B}_{p-3}}, (bmod , {{p}^{r}}).]" @default.
- W13535247 created "2016-06-24" @default.
- W13535247 creator A5083505257 @default.
- W13535247 date "2014-07-22" @default.
- W13535247 modified "2023-09-27" @default.
- W13535247 title "A Curious Congruence Involving Alternating Harmonic Sums" @default.
- W13535247 cites W1976328366 @default.
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