Title of article :
Central Factor Groups of Locally Finite and Locally Nilpotent Groups
Author/Authors :
Hassanzadeh ، Mitra Department of pure Mathematics - Ferdowsi University of Mashhad , Hatamian ، Rasoul Department of Basic Sciences - School of Mathematical Sciences - Payame Noor University , Kayvanfar ، Saeed Department of Pure Mathematics - Ferdowsi University of Mashhad
Abstract :
Let P be a group property. A group G is called a locally P-group if each finite subset of G is contained in a P-subgroup of G. In this paper some relations between the central factor groups and commutator subgroups in locally nilpotent and locally finite groups are investigated.
Keywords :
Schur’s theorem , Locally finite group , Locally nilpotent group , Isoclinism
Journal title :
Global Analysis and Discrete Mathematics
Journal title :
Global Analysis and Discrete Mathematics
