|
|
|
(3.17.79.60)
|
|
Users online: 7278
|
|
|
|
|
|
|
Ijournet
|
|
|
|
|
|
|
A Note on Kernels of Group and Ring Homomorphisms Pandey S. K.* Department of Mathematics, Sardar Patel University of Police, Security and Criminal Justice, Opp. Vigyan Nagar-342037, Jodhpur, India *E-mail: skpandey12@gmail.com
Online Published on 08 June, 2023. Abstract Among various other results we exhibit that each group is a kernel of a group homomorphism and each additive group as well as each ring can be seen as a kernel of a ring homomorphism. In addition we discuss the algebraic implications of the idea presented in this paper. Top Keywords Group, Ring, Ideal, Quotient group, Quotient ring. Top | | |
|
|
|
|
║ Site map
║
Privacy Policy ║ Copyright ║ Terms & Conditions ║
|
|
|
747,590,872 visitor(s) since 30th May, 2005.
|
|
All rights reserved. Site designed and maintained by DIVA ENTERPRISES PVT. LTD..
|
|
Note: Please use Internet Explorer (6.0 or above). Some functionalities may not work in other browsers.
|