Proper infiniteness and K_1 injectivity (joint work with R. Rohde and M. Rordam)
Speaker:
Etienne Blanchard (Institut de Math de Jussieu)
Date and Time:
Friday, November 16, 2007 - 2:00pm to 2:45pm
Location:
The Fields Institute
Abstract:
We investigate if a unital C(X)-algebra is properly infinite when all its fibres are properly infinite. We show that this question can be rephrased in several different ways, including the question if every unital properly infinite C*- algebra is K1-injective
