Around the World in Eighty Games: From Tarot to Tic-Tac-Toe, Catan to Chutes and Ladders, a Mathematician Unlocks the Secrets of the World's Greatest Games

In this volume, Marcus du Sautoy tracks the evolution of global gaming through the lens of mathematical logic. He examines how ancient pastimes like Backgammon and Go relate to modern board games such as Settlers of Catan and Pandemic. Du Sautoy breaks down the mechanics of probability in gambling games, the branching decision trees of Chess, and the geometric foundations of Rubik's Cube. He explains how game theory dictates optimal strategies and how mathematical patterns allow humans to simulate risk, competition, and cooperation within artificial structures.

This book serves readers interested in the intersection of recreation and formal science. Hobbyists and competitive players read it to understand the underlying blueprints that make certain designs addictive or fair. By analyzing the tactical frameworks of various cultures, the reader learns to recognize numerical sequences and logistical systems in everyday entertainment. They walk away with a functional grasp of how logic governs play and a new perspective on why humans have used stylized conflict to master complex problem-solving throughout history.