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theorems:peter-weyl [2017/12/17 11:09]
jakobadmin created
theorems:peter-weyl [2018/03/28 13:26] (current)
jakobadmin
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 ====== The Peter-Weyl Theorem ====== ====== The Peter-Weyl Theorem ======
  
-<tabbox Why is it interesting?> ​ 
  
-<​tabbox ​Layman+ 
 +<​tabbox ​Intuitive
  
 <note tip> <note tip>
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 </​note>​ </​note>​
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-<​tabbox ​Student+<​tabbox ​Concrete
  
 <​blockquote>​“A real, connected, semi-simple Lie group G is compact if and only if its corresponding real Lie algebra is compact.” <​cite>​https://​campusvirtual.univalle.edu.co/​moodle/​pluginfile.php/​66702/​mod_resource/​content/​0/​Lie-Stetz-U-Oregon.pdf</​cite></​blockquote>​ <​blockquote>​“A real, connected, semi-simple Lie group G is compact if and only if its corresponding real Lie algebra is compact.” <​cite>​https://​campusvirtual.univalle.edu.co/​moodle/​pluginfile.php/​66702/​mod_resource/​content/​0/​Lie-Stetz-U-Oregon.pdf</​cite></​blockquote>​
    
-<​tabbox ​Researcher+<​tabbox ​Abstract
  
 <note tip> <note tip>
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-<​tabbox ​Examples>​  +<​tabbox ​Why is it interesting?​
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---> Example1# +
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-<-- +
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---> Example2:#​ +
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-<-- +
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-<tabbox FAQ>  +
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-<tabbox History+
  
 </​tabbox>​ </​tabbox>​
  
  
theorems/peter-weyl.txt · Last modified: 2018/03/28 13:26 by jakobadmin