PlanetMath (more info)
 Math for the people, by the people. Sponsor PlanetMath
Encyclopedia | Requests | Forums | Docs | Wiki | Random | RSS  
Login
create new user
name:
pass:
forget your password?
Main Menu
sections
Encyclopædia
Papers
Books
Expositions

meta
Requests (236)
Orphanage
Unclass'd (1)
Unproven (540)
Corrections (46)
Classification

talkback
Polls
Forums
Feedback
Bug Reports

downloads
Snapshots
PM Book

information
News
Docs
Wiki
ChangeLog
TODO List
Copyright
About
Owner confidence rating: High Entry average rating: No information on entry rating
[parent] topologically irreducible representations are algebrically irreducible for $C^*$-algebras (Theorem)
TopologicallyIrreducibleRepresentationsAreAlgebricallyIrreducibleForCAlgebras

"topologically irreducible representations are algebrically irreducible for $C^*$-algebras" is owned by asteroid.
(view preamble | get metadata)

View style:


This object's parent.

Attachments:
proof of topologically irreducible representations are algebraically irreducible for $C^*$-algebras (Proof) by karstenb
Log in to rate this entry.
(view current ratings)

Cross-references: converse, topologically irreducible, Banach *-algebra, algebrically irreducible, theorem

This is version 1 of topologically irreducible representations are algebrically irreducible for $C^*$-algebras, born on 2007-08-09.
Object id is 9846, canonical name is TopologicallyIrreducibleRepresentationsAreAlgebricallyIrreducibleForCAlgebras.
Accessed 590 times total.

Classification:
AMS MSC: 46L05 (Functional analysis :: Selfadjoint operator algebras :: General theory of $C^*$-algebras)
Pending Errata and Addenda
1. minor typo by karstenb on 2009-09-17 14:07:53
[ View all 1 ]
Discussion
Style: Expand: Order:
forum policy

No messages.

Interact
post | correct | update request | prove | add result | add corollary | add example | add (any)