In group theory, a locally cyclic group is a group (G, *) in which every finitely generated subgroup is cyclic.
Read more about Locally Cyclic Group: Some Facts, Examples of Locally Cyclic Groups That Are Not Cyclic, Examples of Abelian Groups That Are Not Locally Cyclic
Famous quotes containing the words locally and/or group:
“To see ourselves as others see us can be eye-opening. To see others as sharing a nature with ourselves is the merest decency. But it is from the far more difficult achievement of seeing ourselves amongst others, as a local example of the forms human life has locally taken, a case among cases, a world among worlds, that the largeness of mind, without which objectivity is self- congratulation and tolerance a sham, comes.”
—Clifford Geertz (b. 1926)
“I can’t think of a single supposedly Black issue that hasn’t wasted the original Black target group and then spread like the measles to outlying white experience.”
—June Jordan (b. 1936)