Introduction To Graph Theory 2nd Edition by Douglas Brent West (Author)
- Publisher: MATHEMATICS
- Availability: In Stock
- SKU: 33495
- Number of Pages: 588
Rs.1,170.00
Rs.1,495.00
Tags: academic math , advanced graph theory , best books , Best Selling Books , combinatorics , Douglas Brent West , good books , graph algorithms , graph theory , graph theory applications , graph theory concepts , graph theory course , graph theory definitions , graph theory examples , graph theory exercises , graph theory for beginners , graph theory for educators , graph theory for mathematicians , graph theory for professionals , graph theory for researchers , graph theory for students , graph theory fundamentals , graph theory in computer science , graph theory in network analysis , graph theory in operations research , graph theory in optimization , graph theory learning , graph theory lectures , graph theory methods , graph theory practice , graph theory principles , graph theory problems , graph theory proofs , graph theory references , graph theory research , graph theory resources , graph theory solutions , graph theory study guide , graph theory techniques , graph theory textbook , graph theory theorems , graph theory tools , graph theory topics , graph theory workbook , math education , math theory , mathematical graphs , mathematical structures , second edition
Introduction to Graph Theory – 2nd Edition
Author: Douglas Brent West
Binding: Paperback
Category: Graph Theory, Discrete Mathematics, Computer Science
Recommended For:
BS/MSc Mathematics, Computer Science, and Data Science students; as well as researchers and competitive exam candidates focusing on discrete mathematics and algorithmic problem-solving.
Key Points:
-
Rigorous and Accessible Introduction
Offers a balanced blend of mathematical rigor and accessibility, making it ideal for both beginners and advanced learners. -
Comprehensive Coverage
Topics include basic graph terminology, trees, connectivity, matchings, graph coloring, planarity, directed graphs, and network flows. -
Strong Theoretical Foundation
Emphasizes proofs and logical reasoning, making it perfect for academic courses and mathematical training. -
Algorithmic Relevance
Includes real-world applications and algorithms that are relevant to computer science, networking, and optimization. -
Well-Structured Exercises
A wide variety of exercises at the end of each chapter help reinforce understanding, from simple concepts to challenging proofs. -
Highly Respected Textbook
Widely used in universities around the world for undergraduate and graduate courses in graph theory and discrete mathematics.
════ ⋆★⋆ ═══
Writer ✤ Douglas Brent West (Author)