Unsuspended Connective $E$-Theory

Mathematics – K-Theory and Homology

Scientific paper

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v1 9 pages; v2 minor changes

Scientific paper

We prove connective versions of results by Shulman [Shu10] and
Dadarlat-Loring [DL94]. As a corollary, we see that two separable
$C^*$-algebras of the form $C_0(X) \otimes A$, where $X$ is a based, connected,
finite CW-complex and $A$ is a unital properly infinite algebra, are
$\bu$-equivalent if and only if they are asymptotic matrix homotopy equivalent.

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