MS or Mphil

Permanent URI for this community

Now showing 1 - 1 of 1

Connection number based topological indices of Cartesian product of graphs
(UMT Lahore, 2021) Aiman Arshad
The combination of chemistry, mathematics and information science leads to a new subject called cheminformatics. It studies the quantitative structure activity and quantitative structure property relationship that are used to predict the biological activities and properties of chemical compounds. In this thesis work, we compute connection number base topological indices such as first Zagreb connection index, second Zagreb connection index, modified first Zagreb connection index, modified second Zagreb connection index, generalize third Zagreb connection index, generalize fourth Zagreb connection index, generalize fifth Zagreb connection index and generalize sixth Zagreb connection index are illustrate with suitable example. More precisely, the result obtained for the cartesian product of complete and cycle graphs with path graphs.