📖 Overview
The Colossal Book of Mathematics presents Martin Gardner's collected writings from his Scientific American column "Mathematical Games," which ran from 1956 to 1981. The book contains 50 chapters covering recreational mathematics, logic puzzles, geometric theorems, and mathematical curiosities.
Each chapter functions as a self-contained exploration of topics like probability, topology, number theory, and combinatorics. Gardner includes problems and solutions while explaining complex concepts through accessible examples and illustrations.
The text bridges advanced mathematics with popular culture, incorporating references to magic tricks, games, art, and literature to demonstrate mathematical principles. Historical context and biographical details about mathematicians complement the technical content.
This collection represents Gardner's broader mission to make mathematics engaging for general audiences while maintaining mathematical rigor. The puzzles and problems aim to cultivate mathematical thinking rather than simply showcase solutions.
👀 Reviews
Readers value this collection of Gardner's Mathematical Games columns as a reference work, with many noting its usefulness for math teachers and puzzle enthusiasts. The clear explanations of complex concepts earn frequent mention, with one reader calling it "like having a patient tutor walk you through each problem."
Likes:
- Accessible writing style for non-mathematicians
- Mix of recreational puzzles and serious math
- Historical context and biographical details
- High quality illustrations and diagrams
Dislikes:
- Advanced math knowledge required for some chapters
- Physical size makes it unwieldy
- Some repetition from Gardner's other books
- Price point ($45-50) considered high by several readers
Ratings:
Goodreads: 4.3/5 (89 ratings)
Amazon: 4.7/5 (42 ratings)
Several reviewers note this book works better as an occasional reference rather than reading straight through, with one commenting "best enjoyed in small doses over time."
📚 Similar books
Mathematical Puzzles and Diversions by Richard A. Gardner
Each chapter presents math puzzles of increasing complexity alongside their historical context and detailed solutions.
The Joy of X by Steven Strogatz The text connects mathematical concepts to real-world applications through stories of mathematical discoveries and breakthroughs.
The Man Who Loved Only Numbers by Paul Hoffman The biography of mathematician Paul Erdős weaves complex mathematical ideas with the story of an unconventional genius's life and work.
Mathematics: From the Birth of Numbers by Jan Gullberg This comprehensive text traces the development of mathematical concepts from basic counting to advanced topics with illustrations and proofs.
Mathematical Games in Learning and Teaching by John Mason and Laurinda Brown The book presents mathematical games and activities that demonstrate core mathematical principles through hands-on exploration.
The Joy of X by Steven Strogatz The text connects mathematical concepts to real-world applications through stories of mathematical discoveries and breakthroughs.
The Man Who Loved Only Numbers by Paul Hoffman The biography of mathematician Paul Erdős weaves complex mathematical ideas with the story of an unconventional genius's life and work.
Mathematics: From the Birth of Numbers by Jan Gullberg This comprehensive text traces the development of mathematical concepts from basic counting to advanced topics with illustrations and proofs.
Mathematical Games in Learning and Teaching by John Mason and Laurinda Brown The book presents mathematical games and activities that demonstrate core mathematical principles through hands-on exploration.
🤔 Interesting facts
🔢 Martin Gardner wrote his "Mathematical Games" column in Scientific American for 25 years (1956-1981), and much of this book's content comes from those beloved columns.
🎯 The book contains Gardner's famous explanation of "Conway's Game of Life," a cellular automaton that demonstrates how complex patterns can emerge from simple rules.
📚 At 724 pages, this collection represents only about one-third of Gardner's total mathematical writings throughout his career.
🧩 Despite having no formal mathematics training beyond high school, Gardner became one of the most influential mathematics writers of the 20th century, inspiring numerous professional mathematicians.
🌟 The book includes the first popular explanation of Penrose tiles, which went on to revolutionize our understanding of crystal structures and led to the discovery of quasicrystals, earning Dan Shechtman the 2011 Nobel Prize in Chemistry.