Solving the Classical Problems in Field of Extremal Graph Theory: A Review

Authors

  • Mahaveer P. Gadiya, Vinayak Kishan Nirmale

DOI:

https://doi.org/10.17762/msea.v71i4.482

Abstract

In various field the field of mathematics plays vital role. For the structural modeling the graph theory is the best structure. This structural theory leads towards development and varies according to real world. The graph theory began in year1735 in presence of the problem of Koinsberg bridge .One most favorable graph theory is Extremal graph theory which is the branch of combinatorics (itself is area of mathematics generally it is an intersection of the extremal combinatorics and the graph theory. Extremal graph theory represents the global properties of the graph impacts local substructures. Extremal graph theory is dealing with quantitative connections in between global and local graph properties. This paper focused the basic concepts related to extremal graph theory along with Theorems .In short, this paper gave review of concept related to the extremal graph theory as a part of research in various field along with different application area. Simple classical problem is considered for the discussion.

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Published

2022-08-19

How to Cite

Mahaveer P. Gadiya, Vinayak Kishan Nirmale. (2022). Solving the Classical Problems in Field of Extremal Graph Theory: A Review. Mathematical Statistician and Engineering Applications, 71(4), 233–242. https://doi.org/10.17762/msea.v71i4.482

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Articles