A First Course in Graph Theory (Dover Books on Mathematics) by Gary Chartrand
- Publisher: MATHEMATICS
- Availability: In Stock
- SKU: 41449 R1 0705
- Number of Pages: 306
Rs.650.00
Rs.750.00
Tags: A First Course in Graph Theory , academic math book , applied graph theory , beginner graph theory , best books , Best Price , Best Selling Books , college mathematics , combinatorial mathematics , combinatorics , connectivity in graphs , discrete math course , discrete structures , Dover Books on Mathematics , engineering mathematics , foundational mathematics , Gary Chartrand , graph algorithms basics , graph coloring , graph theory book , graph theory concepts , graph theory examples , graph theory introduction , matching theory , math exercises book , math for computer science , math problem solving , math reference book , network flows , Online Bookshop , paths and cycles , Ping Zhang , STEM mathematics , theoretical mathematics , trees and graphs , undergraduate math book , university math text
📖 Title Name: A First Course in Graph Theory (Dover Books on Mathematics)
✍️ Author: Gary Chartrand, Ping Zhang
🔹 Introduction:
A First Course in Graph Theory by Gary Chartrand and Ping Zhang is a clear and structured introduction to the fundamental concepts of graph theory. Designed for undergraduate students, the book presents essential topics with logical explanations, examples, and exercises, making complex mathematical ideas accessible and engaging.
🔑 Key Points:
-
Covers fundamental concepts such as graphs, paths, cycles, trees, and connectivity.
-
Introduces graph coloring, matching theory, and network flows.
-
Includes numerous examples and exercises for conceptual clarity.
-
Provides rigorous yet student-friendly mathematical explanations.
-
Ideal for mathematics, computer science, and engineering students.
🕌 Conclusion:
This book serves as an excellent starting point for anyone studying graph theory. With its balanced approach of theory and practice, it builds strong foundations for advanced studies in mathematics and related fields.