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  <title><![CDATA[Fractals: Endlessly Repeated Geometrical Figures (Princeton Science Library)]]></title>
  <isbn><![CDATA[069108551X]]></isbn>
  <isbn13><![CDATA[9780691085517]]></isbn13>
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  <default_description>Fractals are shapes in which an identical motif repeats itself on an ever diminishing scale. A coastline, for instance, is a fractal, with each bay or headland having its own smaller bays and headlands--as is a tree with a trunk that separates into two smaller side branches, which in their turn separate into side branches that are smaller still. No longer mathematical curiosities, fractals are now a vital subject of mathematical study, practical application, and popular interest. For readers interested in graphic design, computers, and science and mathematics in general, Hans Lauwerier provides an accessible introduction to fractals that makes only modest use of mathematical techniques. Lauwerier calls this volume a &quot;book to work with.&quot; Readers with access to microcomputers can design new figures, as well as re-create famous examples. They can start with the final chapter, try out one of the programs described there (preferably in a compiled version such as TURBO BASIC), and consult the earlier chapters for whatever is needed to understand the fractals produced in this way. The first chapter, which builds on the relationship of binary number systems to the &quot;tree fractal&quot; described above, is the best place to start if one has no computer. There will be much to enjoy on the way, including the beautiful color illustrations.</default_description>
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  <original_publication_month type="integer">6</original_publication_month>
  <original_publication_year type="integer">1991</original_publication_year>
  <original_title>Fractals: Endlessly Repeated Geometrical Figures (Princeton Science Library)</original_title>
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  <url><![CDATA[http://www.goodreads.com/book/show/1720155.Fractals_Endlessly_Repeated_Geometrical_Figures]]></url>
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      <name><![CDATA[Hans Lauwerier]]></name>
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    <name><![CDATA[Ethan]]></name>
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  <read_at>Sun Mar 08 09:48:33 -0700 2009</read_at>
  <date_added>Tue Nov 11 17:00:58 -0800 2008</date_added>
  <date_updated>Sun Mar 08 09:48:33 -0700 2009</date_updated>
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    <body><![CDATA[Beautiful illustrations. The prose is your basic academic droning, not much there you couldn't find on wikipedia, but the pictures tell the whole story.]]></body>
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    <name><![CDATA[Mike]]></name>
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  <recommended_for><![CDATA[Folk interested in fractals]]></recommended_for>
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  <read_at>Sat Jan 01 00:00:00 -0800 2000</read_at>
  <date_added>Fri Aug 17 11:34:22 -0700 2007</date_added>
  <date_updated>Fri Aug 17 21:12:22 -0700 2007</date_updated>
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    <body><![CDATA[An okay book, but kind of boring, even for people who pick it up with a lot of interest in the topic.]]></body>
    <url><![CDATA[http://www.goodreads.com/review/show/4700810]]></url>
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  <date_added>Wed Dec 03 20:44:12 -0800 2008</date_added>
  <date_updated>Wed Dec 03 20:44:12 -0800 2008</date_updated>
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  <read_at>Sun Sep 14 00:00:00 -0700 2003</read_at>
  <date_added>Sat Mar 29 09:26:40 -0700 2008</date_added>
  <date_updated>Sat Mar 29 09:26:54 -0700 2008</date_updated>
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