Classification of nonsimple approximate interval C*-algebras
Subtitle: the triangular case
By: by Leonel R. Robert Gonzalez.
Published: 2006
Language: eng
Number of pages: 49
ISBN-13: 9780494158425
Description: This work contributes to Elliott's program of classification of separable nuclear C*-algebras, in the nonsimple case. We classify certain C*-algebras obtained as inductive limits of full matrix algebras over the interval. We show that in order to classify these inductive limits, which we refer to as "the triangular case", it suffices to look at K 0, the lattice of ideals of the algebra and the tracial information related to all ideals. This tracial information is put together in a diagram that we denote by AffLat(A). We make a systematic study of this object and of its inductive limits.
Notes: Source: Dissertation Abstracts International, Volume: 67-06, Section: B, page: 3170.

Thesis (Ph.D.)--University of Toronto, 2006.

Includes bibliographic references.

Electronic version licensed for access by U. of T. users.