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The Maths Gene: Why Everyone Has it, But Most People Don't Use it
 
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The Maths Gene: Why Everyone Has it, But Most People Don't Use it (Hardcover)

by Keith J. Devlin (Author)
4.0 out of 5 stars See all reviews (2 customer reviews)


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Editorial Reviews

Product Description
The Maths Gene explains how the human mind came to – and continues to – perform mathematical reasoning. Where does this ability come from? Our prehistoric ancestors’ brains were essentially the same as ours, so they must have had the same underlying ability. What purpose could it serve in 50,000bc? And what exactly goes on in our brains when we multiply 15 by 36 or prove Fermat’s last theorem?

The answer, according to Keith Devlin, lies within our genes and more specifically with the pattern-making abilities with which we are born. He uses this insight to reveal why some people feel that they ‘can’t do maths’, while a select few excel at the subject and to suggest ways in which we can improve our mathematical skills. He also answers the following questions: • Are there things I can do to improve my mathematical skills? (YES) • Can new-born babies do mathematics? (YES) • Do mathematicians have a key secret that enables them to do mathematics with apparent ease? (YES) • Do Chinese and Japanese children have a built-in advantage over American and European children when it comes to learning mathematics? (YES)

About the Author
Keith Devlin is Senior Researcher at the Center for the Study of Language and Information at Stanford University, Professor of Information Science at the University of Pittsburgh and Dean of Science at Saint Mary’s College of California. He has written a regular column on mathematics for the Guardian since 1983, and is the award-winning author of 24 books about mathematics and well as an experienced broadcaster.


Product Details

  • Hardcover: 320 pages
  • Publisher: Weidenfeld & Nicolson (April 13, 2000)
  • Language: English
  • ISBN-10: 0297645714
  • ISBN-13: 978-0297645719
  • Product Dimensions: 8.4 x 5.4 x 1.2 inches
  • Shipping Weight: 14.9 ounces
  • Average Customer Review: 4.0 out of 5 stars See all reviews (2 customer reviews)
  • Amazon.com Sales Rank: #4,045,163 in Books (See Bestsellers in Books)


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Average Customer Review
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5.0 out of 5 stars What is Maths ? a language or a bunch of formule ? , April 12, 2009
It takes a good teacher to evoke interest in the student about any subject. It is also true that such teachers are rare to come across.

Maths is one such subject. I was taught Math as a bunch of formule to be applied to various situations !!! needless to say, I developed a fear of math...at the same time I am deeply intriugued by Maths. Afterall, as somebody said "music and math are the only true inventions of the human mind".

Devlin's approach to presenting Math as a Language is very refreshing and breaks the defunct mental models of math. He provides theories of how we developed ablity to do math and why everybody has the same baseline ability.
The book is wonderful and it creates an interst to read more about the subject.



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3.0 out of 5 stars Interesting, but wrong, April 7, 2009
By M. Steane (MADAGASCAR) - See all my reviews
(REAL NAME)   
Devlin asks a question the educational establoishment seem to carefully ignore: why can some people not learn mathematics?
He passes through some interesting ideas and writes in an interesting readable style. There are some good computer-generated images which look like photos.
Unfortunately his argumentation is lacking and he simply states ideas without argumentation as if they were facts. For instance, he says that the reason arithmetic tables are difficult to learn is that the same numbers recur in different contexts. Inasmuch as arithmietic tables are difficult to learn, the problem lies in the ffact that they must be learnt by rote and the quantity of information exceeds that most people can hold in short-term memory. The standard Hitch-Badeley model of memory explains this quite clearly.
He does not come to much of a clear answer as to why some people seem unable to learn maths, but it is really very simple. Those of us who can do maths have learnt it by understanding what it means. Those who cannot try to memorise what they are they are being told. This is a self-propelling bad habit since the failure it engenders pushes people to take what appears to be the easiest line of action, i.e. to memorise the material without challenging it. The process of thinking about it is also self-propelling since the more understanding one already has, the easier it is to add more information. The two groups of people (those who can and those who can't do maths) thus become discrete.
It is possible to switch from one group to the other, but simply doing more exercises and practice will not serve this purpose. How to do it is another story.
Devlin has written an interesting, readable book which unfortunately fails to address the central question.
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