Martin Frankland (Universität Osnabrück)
Completed power operations for Morava -theory
joint with Tobias Barthel
Source Paper Abstract
We construct and study an algebraic theory which closely approximates the theory of power operations for Morava -theory, extending previous work of Charles Rezk in a way that takes completions into account. These algebraic structures are made explicit in the case of -theory. Methodologically, we emphasize the utility of flat modules in this context, and prove a general version of Lazard’s flatness criterion for module spectra over associative ring spectra.
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