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Lockhart presents math as an art and argues that just as there is no systematic way to create beautiful and meaningful art, there is also no method for producing beautiful and meaningful mathematical arguments. Doing mathematics, according to Lockhart, is to make a discovery (by, say, physical objects like string or rubber bands) and then to explain it in the simplest and most elegant way possible. Using illustrations of various shapes and mathematical formulas, he leads readers through several problems step by step, encouraging them to collaborate with others in working through the problem. Measuring, for example, is relative because it involves comparing the object being measured to another object. Measurement is only one of the many rivers in the "vast, ever-expanding jungle" of mathematics, which for Lockhart satisfies our need to find patterns as well as our curiosity...His playful and ingenious approach not only takes the fear out of math but also elegantly illustrates that universe and the joy he finds in it. Publishers Weekly 20120615 Lockhart is famous in the math world for a 2002 essay about the state of mathematics teaching. He described it as akin to teaching music by forcing children to transcribe notation without ever touching an instrument or singing. Measurement is his attempt to change the equation: a conversational book about mathematics as an art that invites the reader to join in the fun. Sounding every bit the teacher whose love for his subject is infectious, he guides us through exercises in geometry and calculus--giving information and hints along the way while always encouraging us to ask, and answer, "Why?" Lockhart does not try to make math seem easy; instead he wants his readers to understand that the difficulty brings rewards. -- Evelyn Lamb Scientific American 20120901 This invitation to tackle mathematical questions is infused with the joys of the rarefied reality of maths. Paul Lockhart largely avoids complex formulae and the wilder shores of jargon, opting instead for simple geometric drawings, lucid instructions and honest warnings about the hurdles. Covering size, shape, space and time, Lockhart, a maths teacher, gets through scores of problems, from showing that a cone in a hemisphere occupies half the volume to determining the size of the largest circle that can sit at the bottom of a parabola. Elegant, amusing and challenging. Nature 20120920

Über den Autor und weitere Mitwirkende

Paul Lockhart teaches mathematics at Saint Ann's School in Brooklyn, New York.

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Die hilfreichsten Kundenrezensionen auf (beta) 34 Rezensionen
52 von 56 Kunden fanden die folgende Rezension hilfreich
An existence proof that math is art. 14. September 2012
Von Amazon Customer - Veröffentlicht auf
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Lockhart's enthusiasm and humor shows through on every page of this book, as he makes cheerful battle with fundamental ideas. Too often we teach dead & dry facts, and leave creativity as an exercise for the reader, if we mention it at all. Measurement's primary subject is that intuition and creativity, spelling out tricks and tools that creative mathematicians use to cope, and the joy in it that keeps them going:

Keep asking questions! They are more important than answers.

Prove something more than one way. Can you generalize?

Pay attention to symmetry, wherever you find it.

Guess. Then guess again. Get used to being stuck.
25 von 26 Kunden fanden die folgende Rezension hilfreich
Measurement and Then Some 23. Oktober 2012
Von ROGER S TOBIE - Veröffentlicht auf
Format: Gebundene Ausgabe Verifizierter Kauf
I am now half way through this book and it is one of the best books explaining the process of mathematical thinking that I have ever read. It explains in plain English lots of interesting and basic mathematical theorems, many of them geometrical, without obscuring them in a blizzard of algebra. Even though the author decries depending on diagrams as proofs, there are lots of very clear and helpful hand drawn diagrams which make various concepts clear. Yes, there are algebraic formulas but they are germane to the subjects being discussed and are not inserted just to make the author look good.
12 von 12 Kunden fanden die folgende Rezension hilfreich
This is a great math book even for people who don't think they are good at math 13. November 2012
Von Garrett - Veröffentlicht auf
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This is a great math book even for people who don't think they are good at math. When I watched the video of this guy talking about the subject I thought I would give it a try. The book is great because the author breaks down the subject into simple concepts that even I could understand. So far I have only read the first chapter. The book discusses the deep philosophical thoughts in math, for example what is a proof?. The first chapter discusses geometry. I recommend this book to any one who want to develop an love for the subject.
8 von 8 Kunden fanden die folgende Rezension hilfreich
Look no further for an excellent replacement of the current math-ed up to calculus. 25. Februar 2013
Von Yevgeniy Triletskiy - Veröffentlicht auf
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I will only say this: if I had this book and this teacher in my High School curriculum, I would have majored in math.

I cried tears of awe reading this book. The man is writing poetry with mathematics. Don't think it can be done? Read this book and lament on the fact that you were deprived of this art-form.

If you are a parent, consider providing inspiration for all the hard work in your kids math classes with this book as a guide.

Start reading and enjoy the journey into the jungle where odd creatures behave in all kind of interesting patterns for us to explore!
12 von 14 Kunden fanden die folgende Rezension hilfreich
The best math book you will ever read! 28. November 2012
Von Lhianna - Veröffentlicht auf
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If you only ever read one book on mathematics in your life, read this. Paul Lockhart writes so clearly and passionately. (Yes, I used "passion" and "math" together!) He is a brilliant mathematician AND a great writer! This is a very rare combination. He presents math in an intuitive and conceptual way that shows you the beauty of discovery and patterns and symmetry but requires very little calculation or knowledge of the mathematical language. For non-math people this presentation is very accessible and easy to read. He is talking about concepts that are universal. For math-people to presentation style is a reinforcement of why you love math, do math, and a demonstration of how you really think when you are solving a problem. I highly, highly recommend this book!
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