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arXiv 0704.3095math.OAmath.FA
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Ordered involutive operator spaces

David P. Blecher, Kay Kirkpatrick, Matthew Neal, Wend Werner

英文摘要:

This is a companion to recent papers of the authors; here we construct the `noncommutative Shilov boundary' of a (possibly nonunital) selfadjoint ordered space of Hilbert space operators. The morphisms in the universal property of the boundary preserve order. As an application, we consider `maximal' and `minimal' unitizations of such ordered operator spaces.

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