Comments on: C*-Algebras and Operator Theory: 2.5 The Spectral Theorem
https://jpmccarthymaths.com/2011/01/19/c-algebras-and-operator-theory-2-5-the-spectral-theorem/
Last year's maths is easy, this year's maths is hard and next year's maths is impossible.Mon, 09 Jan 2012 12:59:16 +0000
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By: Von Neumann Algebras: The Weak and Ultraweak Topologies « J.P. McCarthy: Math Page
https://jpmccarthymaths.com/2011/01/19/c-algebras-and-operator-theory-2-5-the-spectral-theorem/#comment-105
Thu, 07 Jul 2011 10:35:55 +0000http://jpmccarthymaths.wordpress.com/?p=545#comment-105[…] set of , then the spectral projection belongs to by Theorem 4.1.11. From this and the proof of Theorem 2.5.8, it follows that if is a unitary, then for some hermitian […]
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By: Von Neumann Algebras: The Double Commutant Theorem « J.P. McCarthy: Math Page
https://jpmccarthymaths.com/2011/01/19/c-algebras-and-operator-theory-2-5-the-spectral-theorem/#comment-102
Wed, 29 Jun 2011 12:56:54 +0000http://jpmccarthymaths.wordpress.com/?p=545#comment-102[…] space, and suppose that is a finite positive regular Borel measure on . We saw in Example 2.5.1 (http://irishjip.wordpress.com/2011/01/19/c-algebras-and-operator-theory-2-5-the-spectral-theorem/) that the […]
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