Shadows of the Mind: Difference between revisions

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In [[mathematics]], in the [[representation theory]] of [[Group (mathematics)|group]]s, a [[finitely generated group]] is said to be '''representation rigid''' if for every <math>n</math>, it has only finitely many isomorphism classes of [[irreducible representation]]s of [[dimension]] <math>n</math>.
The author is called Irwin Wunder but it's not the most masucline name out there. Minnesota has always been his house but his spouse wants them to move. What I love performing is to gather badges but I've been taking on new things recently. Bookkeeping is my occupation.<br><br>Also visit my web page ... [http://nxnn.info/user/G8498 std testing at home]
 
==External links==
* [http://www.math.ou.edu/~amagid/blmm.pdf The proalgebraic completion of rigid groups]
 
[[Category:Properties of groups]]
[[Category:Representation theory of groups]]
 
 
{{Abstract-algebra-stub}}

Latest revision as of 14:42, 6 August 2014

The author is called Irwin Wunder but it's not the most masucline name out there. Minnesota has always been his house but his spouse wants them to move. What I love performing is to gather badges but I've been taking on new things recently. Bookkeeping is my occupation.

Also visit my web page ... std testing at home

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