13.05.2018 Views

merged

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

The Edge Version of Geometric-arithmetic Index of Nanotubes<br />

Nur Hafiza Azwani Binti Mohd Saidi<br />

Supervisor: Dr. Mohamad Nazri Bin Husin<br />

Bachelor of Science (Computational Mathematics)<br />

School of Informatics and Applied Mathematics<br />

Topological indices are numerical values associated with chemical constitutions for the<br />

purpose of correlating chemical structure with various properties such as physical<br />

properties, chemical reactivity or biological activity. Three major classes of topological<br />

indices such as distance based, degree based and counting related polynomials and<br />

indices of graphs. The edge version of geometric-arithmetic, GA e index is one of the index<br />

in degree based of topological indices. It’s introduced based on the end vertex degree of<br />

edges of their line graphs from the geometric-arithmetic, GA index. In this dissertation,<br />

we focused on the concept of GA e index used to apply and discuss for L(TUC 4 C 6 C 8 [m, n])<br />

and L(TUSC 4 C 8 (S)[m, n]) nanotubes. As a result, we produce the general formula for<br />

GA e index and the comparison between GA e index for L(TUC 4 C 6 C 8 [m, n]) and<br />

L(TUSC 4 C 8 (S)[m, n]) nanotubes. Then, we investigated the comparison between the<br />

correlation of GA e index for L(TUC 4 C 6 C 8 [m, n]and L(TUSC 4 C 8 (S)[m, n]nanotubes. This<br />

shows that TUSC 4 C 8 (S)[m, n] are most sensitivity to GA e index.<br />

980 | UMT UNDERGRADUATE RESEARCH DAY 2018

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!