We found a match
Your institution may have access to this item. Find your institution then sign in to continue.
- Title
ENERGY OF GRAPHS AND ITS NEW BOUNDS.
- Authors
G., Sridhara; M. R., Rajesh Kanna; H. L., Parashivamurthy
- Abstract
In organic chemistry, finding out theoretically the total π-electron energy of conjugated carbon compound is one of the interesting concept. Later during the year 1970, I. Gutman was successful in achieving this by defining a term called energy of a graph, E(G) for any graph G with m edges and n vertices. It is not that easy to find energy of any general graph. This problem was solved by obtaining bounds for E(G). Initially bounds for energy of any graph G are obtained by using McClelland bounds. Koolen and Moulton improved the McClelland's upper bounds. In this article we established new energy bounds with the help of Holder's inequality.
- Publication
South East Asian Journal of Mathematics & Mathematical Sciences, 2022, Vol 18, Issue 2, p161
- ISSN
0972-7752
- Publication type
Article
- DOI
10.56827/SEAJMMS.2022.1802.15