Graph Coloring Problem, one of the most important problems in graph theory and algorithm design.

📘 Welcome to the Backtracking Algorithms Section in DAA!
In this video, we explain the Graph Coloring Problem, one of the most important problems in graph theory and algorithm design.

🎯 What You Will Learn:

What is Graph Coloring?

Vertex coloring and Chromatic Number

Statement of the m-Coloring Problem

Why Graph Coloring is an NP-Complete problem

Backtracking approach to solve graph coloring

Step-by-step example and dry run

Program implementation (C / Java / Python)

Time & Space Complexity Analysis

Real-world applications of Graph Coloring

💡 Why Graph Coloring is Important?
Graph Coloring is widely used in map coloring, CPU scheduling, register allocation, exam timetabling, and resource allocation problems. It is also a core topic in GATE, UGC NET, and university exams.

📌 Ideal For:

B.Tech / BCA / MCA Students

GATE & UGC NET Aspirants

Competitive Programmers

Learners of Graph Theory & DAA

🔥 By the end of this video, you will be able to solve m-Coloring problems confidently using backtracking.

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💡 Other Playlist:

Theory of Computation and Automata: -    • Theory of Computation & Automata  

Design and Analysis of Algorithms: -    • Design and Analysis of Algorithms  

Web Development: -    • Web Development  

C Programming Language: -    • C Programming Language  

📌 Best suited for:

Computer Science Students (B.Tech/ BCA/ B.Sc- CS / M.Tech/ MCA/ M.Sc CS)

GATE CSE & UGC NET Aspirants

Placement & Interview Preparation

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