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The Eccentric Zagreb Indices for the Subdivision of Some Graphs and Their Applications |
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PP: 467-472 |
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doi:10.18576/amis/160308
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Author(s) |
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Hanan Ahmed,
Ammar Alsinai,
Aysha Khan,
Hakeem A. Othman,
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Abstract |
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| Subdivision is one of the most important aspects of graph theory as it enables us to calculate the properties of some complicated graphs using some of the easier graphs. To understand the different properties of chemicals, laboratory tests must be performed, and this is extremely expensive. To overcome this problem, many topological indices in theoretical chemistry have been introduced and defined. In this paper, we calculate the eccentric Zagreb indices for the subdivision graphs of some graphs. Also, these indices were examined in their predictability of the boiling point of the chemical compounds.
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