University of Isfahan International Journal of Group Theory 2251-7650 7 2 2018 06 01 On metacyclic subgroups of finite groups 25 29 21480 10.22108/ijgt.2017.21480 EN Adolfo Ballester-Bolinches Departament de Matematiques‎, ‎Universitat de Valencia‎, Burjassot‎, ‎Valencia‎, ‎Spain Journal Article 2016 10 27 ‎The aim of this survey article is to present some structural results about of groups whose Sylow <em>p</em>-subgroups are metacylic (<em>p</em> a prime)‎. ‎A complete characterisation of non-nilpotent groups whose <em>2</em>-generator subgroups are metacyclic is also presented‎. Finite group Sylow subgroups metacyclic groups 2-generator groups https://ijgt.ui.ac.ir/article_21480_b9d4162cb9b5fc9711b0f39d833cf4e0.pdf