R. Timoney

will speak on

The universal TRO of a Hilbert space

Time: 4:00PM
Date: Tue 14th February 2017
Location: [map]

Abstract: A report on recent work in progress with L. Bunce to elucidate the structure of the universal TRO $T$ for a Hilbertian JC*-triple $E$ (of infinite dimension). Ideals and factor representations of $T$ can be connected to those of the right C*-algebra $A$ of $T$. We show that $A$ is antiliminal, prime and has injective factor representations of types I, II and III when $E$ is separable. Similar results hold for $T$.

(This talk is part of the Analysis series.)

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