QUANTITATIVE K-THEORY, K-HOMOLOGY AND THEIR APPLICATIONS

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Correspondences, K-theory and homology for Ă©tale groupoids Correspondences, K-theory and homology for Ă©tale groupoids
What, and why, is coHomology What, and why, is coHomology
The Idea of Homology The Idea of Homology
What’s so cool about K-theory? What’s so cool about K-theory?
Applications of topological cyclic homology in algebraic K-theory Applications of topological cyclic homology in algebraic K-theory
CDH methods in K-theory and Hochschild homology - Charles Weibel CDH methods in K-theory and Hochschild homology - Charles Weibel
On the K-theory of Z/p^n On the K-theory of Z/p^n
Michael Atiyah - And topological K-theory was born (36/93) Michael Atiyah - And topological K-theory was born (36/93)