Chromatic Number in Discrete Mathematics - n-Coloring Graph

This video tutorial explains the concept of chromatic number in graph theory, focusing on n-coloring graphs in discrete mathematics. Learn about the minimum number of colors needed to color a graph such that no adjacent vertices share the same color. The tutorial covers key graph coloring principles and demonstrates how to determine the chromatic number of different graph structures. While the title mentions chromatic number, the description oddly lists tree terminology concepts (root, node, edge, parent, child, siblings, leaf, internal nodes, degree, height, level, depth, path, subtree) which may indicate additional content covered. Part of a comprehensive discrete mathematics series by Sundeep Saradhi Kanthety, this 13-minute lesson provides mathematical problem-solving approaches for students studying discrete math structures.