New posts in Cyclic Groups

Is every direct product of (finite) cyclic groups abelian?

Prove that the Galois group $G = Gal(x^5-2; \mathbb{Q})$ is a group metacyclic.

What is the smallest group containing all finite cyclic groups?

In the ring $\mathbb{Z}_p$, $p$ is prime, $(a+b)^p=a^p+b^p$ proof?

A Question Based on Properties of Direct Product of Fields

Presentation for the product of two cyclic groups

If $G$ is not abelian, then $\#\text{Inn}(G) \geq 4$

Showing a subgroup of $\mathbb{Z}\times\mathbb{Z}$ is cyclic.

Nonisomorphic Groups of order $100$

Proving Map with Order Condition is Group Morphism