Abstract
We calculate the connective real $K$-theory homology of the mod 2 Brown-Gitler spectra. We use this calculation and the theory of Dieudonné rings and Hopf rings to determine the mod 2 homology of the spaces in the connective $\Omega$-spectrum for topological real $K$-theory.
Type
Publication
Pearson, P. T. (2014). The connective real K-theory of Brown-Gitler spectra. Algebraic & Geometric Topology, 14(1), 597-625.
Paul Pearson
Associate Professor of Mathematics
My research interests include algebraic topology, applied mathematics, and machine learning.