On n-Cyclic Groups

Author:

Ashrafi Ali RezaORCID,Haghi Elaheh

Funder

University of Kashan

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference19 articles.

1. Baskaran, S.: A note on CLT groups. Pac. J. Math. 27, 229–231 (1968)

2. Baskaran, S.: CLT and non-CLT groups of order $$p^2q^2$$ p 2 q 2 . Fund. Math. 92, 1–7 (1976)

3. Calhoun, W.C.: Counting the subgroups of some finite groups. Am. Math. Mon. 94(1), 54–59 (1987)

4. Hampejs, M., Holighaus, N., Tóth, L., Wiesmeyr, C.: Representing and counting the subgroups of the group $$\mathbb{Z}_m \times \mathbb{Z}_n$$ Z m × Z n . J. Numbers 2014(491428), 6 (2014)

5. Haghi, E., Ashrafi, A.R.: On the number of cyclic subgroups in a finite group, Southeast Asian Bull. Math. (in press)

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1. GROUPS HAVING 11 CYCLIC SUBGROUPS;INT J GROUP THEORY;2024

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