2017
DOI: 10.48550/arxiv.1711.03746
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A twisted Version of controlled K-Theory

Abstract: This paper studies controlled operator K−theory on coarse spaces in light of new studies in [2]. Contents

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Cited by 2 publications
(2 citation statements)
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“…It suffices to show that It would be possible, conversely, after a more thorough examination that coarse (co-)homology theories which are standard tools can be computed using sheaf cohomology tools. By [20] a modified version of controlled K−theory serves as cosheaf homology. As of now we showed coarse cohomology in dimension 2 is a sheaf on coarse spaces.…”
Section: Number Of Endsmentioning
confidence: 99%
“…It suffices to show that It would be possible, conversely, after a more thorough examination that coarse (co-)homology theories which are standard tools can be computed using sheaf cohomology tools. By [20] a modified version of controlled K−theory serves as cosheaf homology. As of now we showed coarse cohomology in dimension 2 is a sheaf on coarse spaces.…”
Section: Number Of Endsmentioning
confidence: 99%
“…In light of the new cohomology theory we study controlled operator K-theory and compute examples. The first part, Section 4.1 is the same as [13,Chapter 6] and the second part, Section 4.2 is the whole of [14].…”
Section: Theorem B Coarse Cohomology With Twisted Coefficients Is a C...mentioning
confidence: 99%