APA (7th ed.) Citation

Sui, Y., Liu, D., & Zhou, B. (2025). On the number of subgroups of the group $\mathbb{Z}_{m_{1}} \times \mathbb{Z}_{m_{2}}$ with $m_{1}m_{2}\leq x$ such that $m_{1}m_{2}$ is a $k$-th power.

Chicago Style (17th ed.) Citation

Sui, Yankun, Dan Liu, and Boling Zhou. On the Number of Subgroups of the Group $\mathbb{Z}_{m_{1}} \times \mathbb{Z}_{m_{2}}$ with $m_{1}m_{2}\leq X$ Such That $m_{1}m_{2}$ Is a $k$-th Power. 2025.

MLA (9th ed.) Citation

Sui, Yankun, et al. On the Number of Subgroups of the Group $\mathbb{Z}_{m_{1}} \times \mathbb{Z}_{m_{2}}$ with $m_{1}m_{2}\leq X$ Such That $m_{1}m_{2}$ Is a $k$-th Power. 2025.