Holmstrom Stable cohomology

Stable cohomology

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Stable cohomology

Stable cohomology can mean three different things. One is described in the nLab page on cohomology where stable cohomology is roughly a Hom group in some infinity-category in which the second variable is a stable object (think: spectrum). The second is stable cohomology in the sense of Cisinski and Deglise, which is a slight generalization of a Weil cohomology theory. Finally, it can also mean stable cohomology as in Borel’s regulator work, see this MO question

nLab page on Stable cohomology

Created on June 10, 2014 at 21:14:54 by Andreas Holmström