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Analysis, Geometry, and Dynamical Systems Seminar     RSS

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25/11/2014, 14:00 — 15:00 — Room P3.10, Mathematics Building
Rachid El Harti, University Hassan I, Settat, Morroco

The Choquet boundary of amenable nonselfadjoint operator algebras

For any compact and Hausdorff set $X$, the Choquet boundary of  an amenable function algebra $A$ in the algebra $C(X)$ of continuous and complex functions on $X$ is exactly $X$. The problem is lifted to non commutative cases where $A$ is an operator algebra and $X$ is replaced by irreducible representations.


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