Ebook Four Colors Suffice: How the Map Problem Was Solved - Revised Color Edition (Princeton Science Library)
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Four Colors Suffice: How the Map Problem Was Solved - Revised Color Edition (Princeton Science Library)
Ebook Four Colors Suffice: How the Map Problem Was Solved - Revised Color Edition (Princeton Science Library)
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Review
"The simplicity of the four-color conjecture is deceptive. Just how deceptive is made clear by Robin Wilson's delightful history of the quest to resolve it. . . . Four Colors Suffice is strewn with good anecdotes, and the author . . . proves himself skillful at making the mathematics accessible."---Jim Holt, New York Review of Books"Wilson's lucid history weaves together lively anecdotes, biographical sketches, and a non-technical account of the mathematics." (Science)"Earlier books . . . relate some of the relevant history in their introductions, but they are primarily technical. In contrast, Four Colors Suffice is a blend of history anecdotes and mathematics. Mathematical arguments are presented in a clear, colloquial style, which flows gracefully."---Daniel S. Silver, American Scientist"Robin Wilson appeals to the mathematical novice with an unassuming lucidity. It's thrilling to see great mathematicians fall for seductively simple proofs, then stumble on equally simple counter-examples. Or swallow their pride."---Jascha Hoffman, The Boston Globe"A thoroughly accessible history of attempts to prove the four-color theorem. Wilson defines the problem and explains some of the methods used by those trying to solve it. His descriptions of the contributions made by dozens of dedicated, and often eccentric, mathematicians give a fascinating insight into how mathematics moves forward, and how approaches have changed over the past 50 years. . . . It's comforting to know that however indispensable computers become, there will always be a place for the delightfully eccentric mathematical mind. Let's hope that Robin Wilson continues to write about them."---Elizabeth Sourbut, New Scientist"An attractive and well-written account of the solution of the Four Color Problem. . . . It tells in simple terms an exciting story. It . . . give[s] the reader a view into the world of mathematicians, their ideas and methods, discussions, competitions, and ways of collaboration. As such it is warmly recommended."---Bjarne Toft, Notices of the American Mathematical Society"Recreational mathematicians will find Wilson's history of the conjecture an approachable mix of its technical and human aspects. . . . Wilson explains all with exemplary clarity and an accent on the eccentricities of the characters." (Booklist)"Wilson gives a clear account of the proof . . . enlivened by historical tales."---Alastair Rae, Physics World"Wilson provides a lively narrative and good, easy-to-read arguments showing not only some of the victories but the defeats as well. . . . Even those with only a mild interest in coloring problems or graphs or topology will have fun reading this book. . . . [It is] entertaining, erudite and loaded with anecdotes."---G.L. Alexanderson, MAA Online"I loved Robin Wilson's book on the four color problem, because it gives the history as well as the arguments. The history is presented so entertainingly, and the arguments so lucidly, that I'm sure the book will find a large audience, and delight any audience as much as it did me."--John Conway
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From the Back Cover
"I loved Robin Wilson's book on the four color problem, because it gives the history as well as the arguments. The history is presented so entertainingly, and the arguments so lucidly, that I'm sure the book will find a large audience, and delight any audience as much as it did me."--John Conway"An intriguing historical account of one of the most baffling enigmas in mathematics: the Four Color Theorem. Robin Wilson provides fascinating insights into how mathematicians think, and shows that questions that are simple to ask may not be simple to answer."--Ian Stewart"Robin Wilson has combined a complete history of the approach that led to the solution of the four color problem with a description of the techniques involved that can be read with pleasure and comprehension by undergraduates as well as professional mathematicians."--Kenneth Appel, University of New Hampshire
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Product details
Series: Princeton Science Library (Book 30)
Paperback: 224 pages
Publisher: Princeton University Press; Revised ed. edition (November 10, 2013)
Language: English
ISBN-10: 9780691158228
ISBN-13: 978-0691158228
ASIN: 0691158223
Product Dimensions:
6 x 0.5 x 9.2 inches
Shipping Weight: 11.4 ounces (View shipping rates and policies)
Average Customer Review:
5.0 out of 5 stars
2 customer reviews
Amazon Best Sellers Rank:
#447,656 in Books (See Top 100 in Books)
Great book.
I'm no fan of history, normally, but Wilson has done what so vanishingly few others ever have: he actually makes it interesting. He first defines the Four Color Conjecture, as it was known for over a century. Start with a map drawn on a plane. The conjecture says that it takes just four colors to fill it in, such that regions with shared boundaries are different colors. A kindergartener can understand it, and maybe eve have a bit of fun trying to come up with such colorings for simple maps. Rigorous mathematical proof of the statement took over 125 years, though - and then, the proof called into question just what a mathematical proof really is.The final answer didn't come in an "Aha!" flash, with some mathematical loner suddenly grabbing his chalk arcane symbols on a blackboard. Wilson brings to life the gradual, cumulative process of developing proof techniques. The bounds changed, too: a proof that no more than five colors would be needed, then successive proofs increasing the number of regions in four-colorable maps.The step from five to four colors, however, is just as big as the step from any finite number of regions to maps of infinite complexity.Then, in the 1970s, Appel and Haken cracked it: Four Colors Suffice. The famous problem had fallen - or had it? Their proof was long, though not the longest on record, so any claim of proof should wait for independent review - errors can creep into any human construction, after all. But it also involved hundreds of hiours of supercomputer time, checking over a thousand special cases. I remember, at the time, some people complaining that using a program without proving the program's correctness is no proof at all - not necessarily true, if each result can be hand-checked. (Later versions of the proof did formally verify the programs used.) Then, to be a proof at all, some felt that it should be possible for a person to grasp. Something that vast certainly lacked concise elegance, which Appel and Haken freely admitted. But, if it was too big for any one mind to encompass, to whom was anything really proven? (The "classification theorem," a decade later, had over a hundred contributors and ran to tens of thousands of pages in total - four-coloring might have been the first monster proof, but certainly not the last.)I felt real excitement toward the end of the book. Wilson skilfully wove the historical strands together, showing how each advance built on earlier ones. He never swamped the reader under mathematical tedium, but still conveyed the tension of competition and thrill of discovery. Maybe it sounds like old news today but all the original drama is still there, laid out for non-mathematicians to appreciate.-- wiredweird
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