Уѧ桿Hausdorffified algebraic K1-groups and invariants for C*-algebras with the ideal property
Guihua Gong   (University of Puerto Rico, USA)
10:00-11:00, September 20, 2022   Tencent Meeting ID: 963 528 789
Abstract:
A C*-algebra A is said to have the ideal property if each closed two-sided ideal of A is generated as a closed two-sided ideal by the projections inside the ideal. C*-algebras with the ideal property are a generalization and unification of real rank zero C*-algebras and unital simple C*-algebras. We show that a certain new algebraic K1-invariant becomes the complete invariant for AH algebras (of no dimension growth) with the ideal property.
About the speaker:
ǹӴǽרңΪѧڣҪоΪ C*-ΣC*-ķࡢǿNovikovʹּNovikov˽ܳĹоɹڡAnnals of Mathematics, Inventiones MathematicaeJ. Reine Angew. Math.ȹʶѧڿϡ2000Israel Halperin˽ΪôһȣʱȱӴܳɾͽ
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