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Convergences in JW-algebras and in their enveloping von Neumann algebras

Abdusalom KarimovTashkent Institute of Textile and Light Industry, ul. Shakhzhakhon 5, Tashkent, 100100, Uzbekistan

Siberian Advances in Mathematicsjournal2008en

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ABI

Annotatsiya

We study properties of different convergences in JW-algebras with a faithful normal state. The relationship between these convergences and similar convergences in enveloping von Neumann algebras is established. Based on this, ergodic theorems are proved.

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Mavzular

Advanced Operator Algebra Research Advanced Topics in Algebra Spectral Theory in Mathematical Physics

Identifikatorlar

DOI: 10.3103/s1055134408030036

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