Vol. 10 No. 2 (2026): Vol 10, Iss 2, Year 2026
Articles
Published
December 31, 2026
Keywords
- Graph, Loop, Walk, Trail, Cycle,Simple Graph, Directed graph, Degree, In- Degree, Out- Degree, Eulerian, Tree, Vertex Coloring, Edge Coloring, Chromatic Number
How to Cite
Nanthitha M M, Sampoornam M, & Kalaiarasi S. (2026). A Study on Vertex Coloring and Edge Coloring and its Application. Journal of Computational Mathematica, 10(2), 102-130. https://doi.org/10.26524/cm241
Abstract
Graph coloring is an important area of graph theory that deals with assigning colors to the vertices and edges of a graph under certain conditions. Vertex coloring ensures that adjacent vertices have different colors, while edge coloring ensures that adjacent edges receive different colors. This study presents the basic concepts of vertex coloring and edge coloring and discusses their practical applications in scheduling, timetabling, frequency assignment, map coloring, and resource allocation. These coloring techniques help in minimizing conflicts and optimizing the efficient use of resources in various real-world problems.
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