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Games and mathematics: subtle connections

"The appeal of games and puzzles is timeless and universal. In this unique book, David Wells explores the fascinating connections between games and mathematics, proving that mathematics is not just about tedious calculation but imagination, insight and intuition. The first part of the book intr...

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Autor principal: Wells, D G
Lenguaje:eng
Publicado: Cambridge University Press 2012
Materias:
Acceso en línea:http://cds.cern.ch/record/2634601
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author Wells, D G
author_facet Wells, D G
author_sort Wells, D G
collection CERN
description "The appeal of games and puzzles is timeless and universal. In this unique book, David Wells explores the fascinating connections between games and mathematics, proving that mathematics is not just about tedious calculation but imagination, insight and intuition. The first part of the book introduces games, puzzles and mathematical recreations, including the Tower of Hanoi, knight tours on a chessboard, Nine Men's Morris and more. The second part explains how thinking about playing games can mirror the thinking of a mathematician, using scientific investigation, tactics and strategy, and sharp observation. Finally the author considers game-like features found in a wide range of human behaviours, illuminating the role of mathematics and helping to explain why it exists at all. This thought-provoking book is perfect for anyone with a thirst for mathematics and its hidden beauty; a good high school grounding in mathematics is all the background that's required, and the puzzles and games will suit pupils from 14 years"--
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spelling cern-26346012021-04-21T18:44:10Zhttp://cds.cern.ch/record/2634601engWells, D GGames and mathematics: subtle connectionsMathematical Physics and Mathematics"The appeal of games and puzzles is timeless and universal. In this unique book, David Wells explores the fascinating connections between games and mathematics, proving that mathematics is not just about tedious calculation but imagination, insight and intuition. The first part of the book introduces games, puzzles and mathematical recreations, including the Tower of Hanoi, knight tours on a chessboard, Nine Men's Morris and more. The second part explains how thinking about playing games can mirror the thinking of a mathematician, using scientific investigation, tactics and strategy, and sharp observation. Finally the author considers game-like features found in a wide range of human behaviours, illuminating the role of mathematics and helping to explain why it exists at all. This thought-provoking book is perfect for anyone with a thirst for mathematics and its hidden beauty; a good high school grounding in mathematics is all the background that's required, and the puzzles and games will suit pupils from 14 years"--Cambridge University Pressoai:cds.cern.ch:26346012012
spellingShingle Mathematical Physics and Mathematics
Wells, D G
Games and mathematics: subtle connections
title Games and mathematics: subtle connections
title_full Games and mathematics: subtle connections
title_fullStr Games and mathematics: subtle connections
title_full_unstemmed Games and mathematics: subtle connections
title_short Games and mathematics: subtle connections
title_sort games and mathematics: subtle connections
topic Mathematical Physics and Mathematics
url http://cds.cern.ch/record/2634601
work_keys_str_mv AT wellsdg gamesandmathematicssubtleconnections