6-9 November 2017
Saint Flour
Europe/Paris timezone

Noncommutative completion and universality of Boutet de Monvel's algebra

7 Nov 2017, 17:00
Hôtel des Planchettes (Saint Flour)

Hôtel des Planchettes

Saint Flour

7 Rue des Planchettes, 15100 Saint-Flour


Karsten Bohlen


Given as data an embedding of certain singular manifolds, I will describe a procedure which associates to this data a $C^{\ast}$-algebra correspondence. Such a noncommutative completion of an embedding is functorial and universal. As a particular instance of this construction I will discuss Boutet de Monvel's algebra in the setting of singular manifolds.

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