Fr. 95.00

Graph Algorithms the Fun Way - Powerful Algorithms Decoded, Not Oversimplified

English · Paperback / Softback

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Description

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Enter the wonderful world of graph algorithms, where you’ll learn when and how to apply these highly useful data structures to solve a wide range of fascinating (and fantastical) computational problems.

This book provides a fun and accessible introduction to graph algorithms, commonly used to solve a wide range of computational and mathematical problems. Full of humorous analogies, detailed diagrams, and real-world examples using the Python programming language,
It starts with the structure of graphs, demonstrating the ways they can represent connections between nodes, such as the best route through a city or how rumors spread in a social network. Each subsequent chapter introduces new graph algorithms along with their underlying concepts and applications — from basic searches to more advanced methods of exploring graphs. You’ll have a blast solving brain-teasers including the 15-square puzzle, matching adopted pets with homes, calculating the maximum flow of a sewage network, traversing magical labyrinths, sorting recipe steps to craft the perfect cookies, and more. You’ll also learn how to:


    Guided by the bestselling author of
    List of contents

    Introduction

    Part I: Graph Basics
    Chapter 1: Representing Graphs
    Chapter 2: Neighbors and Neighborhoods
    Chapter 3: Paths Through Graphs

    Part II: Search and Shortest Paths
    Chapter 4: Depth-First Search
    Chapter 5: Breadth-First Search
    Chapter 6: Solving Puzzles
    Chapter 7: Shortest Paths
    Chapter 8: Heuristic Guided Searches

    Part III: Connectivity and Ordering
    Chapter 9: Topological Sort
    Chapter 10: Minimum Spanning Tree
    Chapter 11: Bridges and Articulation Points
    Chapter 12: Strongly Connected Components
    Chapter 13: Random Walks

    Part IV: Max-Flow and Bipartite Matching
    Chapter 14: Max-Flow Algorithms
    Chapter 15: Bipartite Graphs and Bipartite Matching

    Part V: Hard Graph Problems
    Chapter 16: Graph Coloring
    Chapter 17: Independent Sets and Cliques
    Chapter 18: Tours Through Graphs

    Appendix A: Constructing Graphs
    Appendix B: Priority Queue
    Appendix C: Union-Find

    Conclusion

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