Some S-degree Based Topological Indices of Silicates (SiO2) Layer
Advances in Mathematics and Computer Science Vol. 4,
Page 53-60
Abstract
A topological index is a graph invariant, which is generated as a real number from a set of finite graphs. A large number of topological indices have been developed based on vertex degree, eccentricity, etc. and studied extensively. In this paper we propose a new version of the inverse sum indeg index (ISI), sum-connectivity index (SCI), redefined third Zagreb index and - Zagreb index based on S-degrees of vertices a graph and discuss them in connection with SiO2 layer structure in a graph theoretic perspective.
Keywords:
- Topological index
- SiO2 layer structure
- ISI index
- SCI index
- redefined third Zagreb index
- (a,b)-Zagreb index
- S degree
How to Cite
Deka, B., Mahanta, A., & Bharali, A. (2019). Some S-degree Based Topological Indices of Silicates (SiO2) Layer. Advances in Mathematics and Computer Science Vol. 4, 53-60. Retrieved from https://stm1.bookpi.org/index.php/amacs-v4/article/view/641
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