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Across the Board: The Mathematics of Chessboard Problems by Watkins, John J.

by Watkins, John J. | HC | VeryGood
US $12.82
ApproximatelyAU $19.74
Condition:
Very good
Former library book; May have limited writing in cover pages. Pages are unmarked. ~ ... Read moreabout condition
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Item specifics

Condition
Very good
A book that does not look new and has been read but is in excellent condition. No obvious damage to the cover, with the dust jacket (if applicable) included for hard covers. No missing or damaged pages, no creases or tears, and no underlining/highlighting of text or writing in the margins. May be very minimal identifying marks on the inside cover. Very minimal wear and tear. See the seller’s listing for full details and description of any imperfections. See all condition definitionsopens in a new window or tab
Seller notes
“Former library book; May have limited writing in cover pages. Pages are unmarked. ~ ...
Binding
Hardcover
Book Title
Across the Board
Weight
1 lbs
Product Group
Book
IsTextBook
No
ISBN
9780691115030

About this product

Product Identifiers

Publisher
Princeton University Press
ISBN-10
0691115036
ISBN-13
9780691115030
eBay Product ID (ePID)
30419558

Product Key Features

Number of Pages
272 Pages
Publication Name
Across the Board : the Mathematics of Chessboard Problems
Language
English
Subject
Chess, Applied, Recreations & Games
Publication Year
2004
Type
Textbook
Subject Area
Mathematics, Games & Activities
Author
John J. Watkins
Series
Princeton Puzzlers Ser.
Format
Hardcover

Dimensions

Item Weight
19 Oz
Item Length
9.2 in
Item Width
6 in

Additional Product Features

Intended Audience
College Audience
LCCN
2003-062308
Reviews
"This book is stimulating and very well written. It is admirably clear. . . . Definitely the book is highly recommended and is of much interest. This book is, no doubt, the newly best exposition of the interconnection between amusing recreational mathematics and the interesting chessboard problems. I feel sure that it will be of great use both to students of graph theory, geometry, topology and mathematics, in general, and captivate to scholars, instructors, chess enthusiasts, puzzle devotees, and to those intervening in amusing and recreational mathematics."-- Francisco Jos? Cano Sevilla, European Mathematical Society, Torus-shaped boards, three-dimensional boards, a shape called the Klein bottle--the simple checkerboard pattern proves to be creatively malleable when Watkins puts his mind to his hobbylike subject. Watkins' invitational tone ensures attention from the finite but enthusiastic audience for mathematical recreation., "Torus-shaped boards, three-dimensional boards, a shape called the Klein bottle--the simple checkerboard pattern proves to be creatively malleable when Watkins puts his mind to his hobbylike subject. Watkins' invitational tone ensures attention from the finite but enthusiastic audience for mathematical recreation." -- Booklist, "I would be happy to recommend this book to you. . . . The book is an easy and entertaining read that shows numerous paths into various branches of discrete mathematics and graph theory."-- Paul J. Campbell, Mathematics Magazine, "This is not just about chess, but also the three centuries of 'recreational mathematics' that the game has inspired. From simple questions, such as whether it is possible for a knight to land on each square of the board on its path, Watkins wades into graph theory, the mathematics of three-dimensional chess and even chess on a torus." -- Nature Physics, "I would be happy to recommend this book to you. . . . The book is an easy and entertaining read that shows numerous paths into various branches of discrete mathematics and graph theory." --Paul J. Campbell, Mathematics Magazine, This book is extremely well written and is, no doubt, the best exposition of the connection between the chessboard problems and recreational mathematics. The author surveys all the well-known problems about chess and the chessboard. . . . The problems are treated in depth from their beginnings through to their status today. ---Mohammed Aassila, MAA Review, This book is extremely well written and is, no doubt, the best exposition of the connection between the chessboard problems and recreational mathematics. The author surveys all the well-known problems about chess and the chessboard. . . . The problems are treated in depth from their beginnings through to their status today. -- Mohammed Aassila, MAA Review, Torus-shaped boards, three-dimensional boards, a shape called the Klein bottle--the simple checkerboard pattern proves to be creatively malleable when Watkins puts his mind to his hobbylike subject. Watkins' invitational tone ensures attention from the finite but enthusiastic audience for mathematical recreation. -- Booklist, I would be happy to recommend this book to you. . . . The book is an easy and entertaining read that shows numerous paths into various branches of discrete mathematics and graph theory. -- Paul J. Campbell, Mathematics Magazine, "This book is extremely well written and is, no doubt, the best exposition of the connection between the chessboard problems and recreational mathematics. The author surveys all the well-known problems about chess and the chessboard. . . . The problems are treated in depth from their beginnings through to their status today." --Mohammed Aassila, MAA Review, "This is not just about chess, but also the three centuries of 'recreational mathematics' that the game has inspired. From simple questions, such as whether it is possible for a knight to land on each square of the board on its path, Watkins wades into graph theory, the mathematics of three-dimensional chess and even chess on a torus."-- Nature Physics, This book is extremely well written and is, no doubt, the best exposition of the connection between the chessboard problems and recreational mathematics. The author surveys all the well-known problems about chess and the chessboard. . . . The problems are treated in depth from their beginnings through to their status today., I would be happy to recommend this book to you. . . . The book is an easy and entertaining read that shows numerous paths into various branches of discrete mathematics and graph theory. ---Paul J. Campbell, Mathematics Magazine, "Watkins has a friendly writing style, and the reader is brought along nicely from simple concepts to slightly more complicated ones." --Ron Graham, 2003 Steele Prize for Lifetime Achievement, American Mathematical Society, and President, Mathematical Association of America, A most enjoyable book that will surely offer new and original avenues for problem solvers of all kinds in need of new techniques, approaches or problems to solve. ---Robert Bilinski, Crux, This book is stimulating and very well written. It is admirably clear. . . . Definitely the book is highly recommended and is of much interest. This book is, no doubt, the newly best exposition of the interconnection between amusing recreational mathematics and the interesting chessboard problems. I feel sure that it will be of great use both to students of graph theory, geometry, topology and mathematics, in general, and captivate to scholars, instructors, chess enthusiasts, puzzle devotees, and to those intervening in amusing and recreational mathematics. ---Francisco José Cano Sevilla, European Mathematical Society, I would be happy to recommend this book to you. . . . The book is an easy and entertaining read that shows numerous paths into various branches of discrete mathematics and graph theory., "This book is stimulating and very well written. It is admirably clear. . . . Definitely the book is highly recommended and is of much interest. This book is, no doubt, the newly best exposition of the interconnection between amusing recreational mathematics and the interesting chessboard problems. I feel sure that it will be of great use both to students of graph theory, geometry, topology and mathematics, in general, and captivate to scholars, instructors, chess enthusiasts, puzzle devotees, and to those intervening in amusing and recreational mathematics." --Francisco José Cano Sevilla, European Mathematical Society, "Torus-shaped boards, three-dimensional boards, a shape called the Klein bottle--the simple checkerboard pattern proves to be creatively malleable when Watkins puts his mind to his hobbylike subject. Watkins' invitational tone ensures attention from the finite but enthusiastic audience for mathematical recreation."-- Booklist, "This beautiful book is absolutely the best treatment of the connection between chess and recreational mathematics I have ever seen. What makes it stand apart (and far above) other chess puzzle books is the underlying mathematical theory, presented in an entertaining, fascinating, and educational manner." --Paul J. Nahin, author of When Least Is Best, "This book is stimulating and very well written. It is admirably clear. . . . Definitely the book is highly recommended and is of much interest. This book is, no doubt, the newly best exposition of the interconnection between amusing recreational mathematics and the interesting chessboard problems. I feel sure that it will be of great use both to students of graph theory, geometry, topology and mathematics, in general, and captivate to scholars, instructors, chess enthusiasts, puzzle devotees, and to those intervening in amusing and recreational mathematics."-- Francisco José Cano Sevilla, European Mathematical Society, This is not just about chess, but also the three centuries of 'recreational mathematics' that the game has inspired. From simple questions, such as whether it is possible for a knight to land on each square of the board on its path, Watkins wades into graph theory, the mathematics of three-dimensional chess and even chess on a torus., "This book is extremely well written and is, no doubt, the best exposition of the connection between the chessboard problems and recreational mathematics. The author surveys all the well-known problems about chess and the chessboard. . . . The problems are treated in depth from their beginnings through to their status today."-- Mohammed Aassila, MAA Review
Dewey Edition
22
Illustrated
Yes
Dewey Decimal
793.74
Synopsis
Across the Board is the definitive work on chessboard problems. It is not simply about chess but the chessboard itself--that simple grid of squares so common to games around the world. And, more importantly, the fascinating mathematics behind it. From the Knight's Tour Problem and Queens Domination to their many variations, John Watkins surveys all the well-known problems in this surprisingly fertile area of recreational mathematics. Can a knight follow a path that covers every square once, ending on the starting square? How many queens are needed so that every square is targeted or occupied by one of the queens? Each main topic is treated in depth from its historical conception through to its status today. Many beautiful solutions have emerged for basic chessboard problems since mathematicians first began working on them in earnest over three centuries ago, but such problems, including those involving polyominoes, have now been extended to three-dimensional chessboards and even chessboards on unusual surfaces such as toruses (the equivalent of playing chess on a doughnut) and cylinders. Using the highly visual language of graph theory, Watkins gently guides the reader to the forefront of current research in mathematics. By solving some of the many exercises sprinkled throughout, the reader can share fully in the excitement of discovery. Showing that chess puzzles are the starting point for important mathematical ideas that have resonated for centuries, Across the Board will captivate students and instructors, mathematicians, chess enthusiasts, and puzzle devotees., The long-standing Number Crunch newspaper column in TheAge and Sydney Morning Herald is a weekly bite ofdiverse, but always fascinating, stats and facts. Thiscompendium is the second in a series of books that bringtogether the very best of the facts, feats and statsdiscovered by author John Croucher over many years ofcompiling the column. It includes a fresh new suite ofcartoons by Roger Harvey. 637 Gorillas refers to thelargest number of people running in gorilla suits in onerace. Bananas if you ask us.
LC Classification Number
QA95.W35 2004

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      Hard cover - quality excellent!. I hope Pittsfield High School sold this mutliply stamped copy to raise money.
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    • Hard cover - quality excellent!. I hope ...

      Hard cover - quality excellent!. I hope Pittsfield High School sold this mutliply stamped copy to raise money.

      Verified purchase: YesCondition: Pre-ownedSold by: thrift.books