On Odd Order Nilpotent Groups With Class 2

Vivek Kumar Jain

Let $G$ be an odd order nilpotent group with class 2 and $e$ denotes the exponent of its commutator subgroup. Let $e=p_1^{r_1}{p}_2^{r_2}...p_s^{r_s}$, where $p_i$'s are odd primes…