Topological Indices Related to Graph Operations
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Date
2020
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COMSATS University Islamabad, Lahore Campus Library Information Services, CUI Lahore
Abstract
Topological Indices Related to Graph Operations
In this thesis we find out the atomic bond connectivity index, Randic index, augmented
Zegreb index, geometric arithmetic index and product connectivity index for sum and
corona of any two connected graphs. By using neighborhood degree we formulate
fourth version of atomic bond connectivity index ABC4 and fifth version of geometric
arithmetic index GA5 of sum of two graphs. We also formulate atomic bond connec
tivity index for product of any two regular graphs .
Furthermore, we formulate new atomic bond connectivity index of F-sum of cycle
(Cm) and path (Pn) graphs. At the end we calculate new atomic bond connectivity
index ABC5 depending on graphs kC8 where k are the stages ofC8 depends on straight
chain and pairwise zigzag chain
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department of mathematics, New Solitary Wave Solution For Nonlinear Schroding, FA16-RMT-005, Dr. Syed Tahir Raza Rizvi, lhr tp 5179