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  <title><![CDATA[The Language of Mathematics: Making the Invisible Visible]]></title>
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  <default_description>Keith Devlin is trying to be the Carl Sagan of mathematics, and he is succeeding. He writes: &quot;Though the structures and patterns of mathematics reflect the structure of, and resonate in, the human mind every bit as much as do the structures and patterns of music, human beings have developed no mathematical equivalent of a pair of ears. Mathematics can be seen only with the eyes of the mind.&quot; All of his books are attempts to get around this problem, to &quot;try to communicate to others some sense of what it is we experience--some sense of the simplicity, the precision, the purity, and the elegance that give the patterns of mathematics their aesthetic value.&quot;&lt;p&gt;  &lt;I&gt;Life by the Numbers&lt;/I&gt;, Devlin's companion book to the PBS series of the same name, is heavily illustrated and soothingly low on equations. But as he says, wanting mathematics without abstract notation &quot;is rather like saying that Shakespeare would be much easier to understand if it were written in simpler language.&quot;&lt;p&gt;  &lt;I&gt;The Language of Mathematics&lt;/I&gt; is Devlin's second iteration of the approach he used in &lt;I&gt;Mathematics: The Science of Patterns&lt;/I&gt;. It covers all the same ground (and uses many of the same words) as the latter, but with fewer glossy pictures, sidebars, and references. Devlin has also added chapters on statistics and on mathematical patterns in nature. &lt;I&gt;--Mary Ellen Curtin&lt;/I&gt; </default_description>
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  <original_title>The Language of Mathematics: Making the Invisible Visible</original_title>
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    <body><![CDATA[I still don't get higher mathematics, but now I have a much better idea of what I'm not getting.]]></body>
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    <body><![CDATA[The Language of Mathematics: Making the Invisible Visible by Keith Devlin (2000)]]></body>
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