Harvest:An International Multidisciplinary and Multilingual Research Journal
Home
About Us
About the Journal
Mission
Publication Schedule
Editor's Role
Editorial Policy
Privacy Policy
Copyright Notice
Publication Ethics
Peer Review Process
Feed Back
FAQ
Submission
Guidelines for Submission
Author’s Guidelines
Download Copyright Form
Editorial Board
Current Issue
Archives
Special Issues
Contact
Follow us on Social Media
Harvest: An International Multidisciplinary and Multilingual Research Journal
E-ISSN :
2582-9866
Impact Factor: 5.4
Home
About Us
About the Journal
Mission
Publication Schedule
Plagiarism
Editor's Role
Editorial Policy
Privacy Policy
Copyright Notice
Publication Ethics
Peer Review Process
Feed Back
FAQ
Submission
Guidelines for Submission
Author’s Guidelines
Download Copyright Form
Editorial Board
Current Issue
Archives
Special Issues
Contact
Archives
Home
Archives
Archives
Volume I Issue I January 2021
Name of Author :
A.M. Anto & P. Paul Hawkins
Title of the paper :
Perfect Domination Polynomial
Abstract:
Let be a simple graph. A set is a perfect dominating set of , if every vertex in is adjacent to exactly one vertex in . Let be the family of all perfect dominating sets of a Graph with cardinality , and let . In this paper, we construct for a Graph with vertices and obtain the polynomial , which is the perfect domination polynomial of a Graph . The properties of this polynomial is also explained.
Keywords :
Perfect Dominating set, Polynomial
DOI :
Page No. :
28-32