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<rss xmlns:ps="http://trailfire.com" version="2.0"><channel><title>"What&amp;#039;s the Lie?" by flurry</title><link>http://www.trailfire.com/flurry/trails/33529</link><category>flurry/trails</category><ttl>60</ttl><item><title>What IS a Lie Group?</title><link>http://www.trailfire.com/flurry/marks/83505</link><description><![CDATA[Are you aware of E8? I mean the algebraic structure, not the group of electric utility companies. To understand the structure, it is important to understand what the Lie group is. This page is a simplified attempt to explain this group and related concepts and terms.<BR>]]></description><category>What&amp;#039;s the Lie?</category><author>flurry</author><pubDate>Sun, 08 Apr 2007 19:09:07 -0700</pubDate><guid isPermalink="false">trailfire:markId:83505</guid></item><item><title>BBC NEWS | Science/Nature | 248-dimension maths puzzle solved</title><link>http://www.trailfire.com/flurry/marks/83508</link><description><![CDATA[What&#39;s the Lie in E8? Its a group invented in the 19th century by a Norwegian who gave his name to the group. E8 belongs to this group and is used to describe symmetrical objects. With a long history and even longer calculation, the structure is equally relevant to mathematics and physics.<BR>]]></description><category>What&amp;#039;s the Lie?</category><author>flurry</author><pubDate>Sun, 08 Apr 2007 19:14:39 -0700</pubDate><guid isPermalink="false">trailfire:markId:83508</guid></item><item><title>Good Math, Bad Math : The Mapping of the E&amp;lt;SUB&amp;gt;8&amp;lt;/SUB&amp;gt; Lie Group (Minor Update)</title><link>http://www.trailfire.com/flurry/marks/83511</link><description><![CDATA[They found happiness in E8. I refer to the mathematicians who cracked the structure. To understand what made them happy, read this blogger&#39;s simplified explanation of the Lie Group and E8. According to the writer, this is a &quot;minor update,&quot; but for the common man, a major step towards understanding the complex structure.<BR>]]></description><category>What&amp;#039;s the Lie?</category><author>flurry</author><pubDate>Sun, 08 Apr 2007 19:21:23 -0700</pubDate><guid isPermalink="false">trailfire:markId:83511</guid></item><item><title>E8</title><link>http://www.trailfire.com/flurry/marks/83512</link><description><![CDATA[There&#39;s a world in this Lie.&nbsp; It leads us to E8. But before that, you want to know the Lie algebra. This page is just that-an attempt to explain it for readers. The formulae are clearly defined and take the readers step by step into the conclusion.<BR>]]></description><category>What&amp;#039;s the Lie?</category><author>flurry</author><pubDate>Sun, 08 Apr 2007 19:26:48 -0700</pubDate><guid isPermalink="false">trailfire:markId:83512</guid></item><item><title>Simple Lie group - Wikipedia, the free encyclopedia</title><link>http://www.trailfire.com/flurry/marks/83513</link><description><![CDATA[Can there be anything like a simple Lie? Yes, in Mathematics and Physics, it is a complex concept. This page gives the explanation and definitions. It serves as a beginner&#39;s guide to understanding the simple Lie structure. Check out the Dynkin diagram and exceptions sections.<BR>]]></description><category>What&amp;#039;s the Lie?</category><author>flurry</author><pubDate>Sun, 08 Apr 2007 19:32:20 -0700</pubDate><guid isPermalink="false">trailfire:markId:83513</guid></item></channel></rss>
