+A [Cyclic Group](/wiki/cyclic_group) is a basic structure in abstract algebra, a [group](/wiki/group) where every element can be expressed as a power of a single special element, its [generator](/wiki/generator). This means the entire group "cycles" through its elements, starting from one. It offers the simplest example of a group whose elements are all generated by one.
+## See also
+- [Abelian Group](/wiki/abelian_group)
+- [Subgroup](/wiki/subgroup)
+- [Finite Group](/wiki/finite_group)
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