Vitaly Lorman (Johns Hopkins University)
Landweber flat real pairs and -cohomology
joint with Nitu Kitchloo and W. Stephen Wilson
Source Paper Abstract
We take advantage of the internal algebraic structure of the Bockstein spectral sequence converging to to prove that for spaces that are part of Landweber flat real pairs with respect to , the cohomology ring can be obtained from by base change. In particular, our results allow us to compute the Real Johnson-Wilson cohomology of the Eilenberg-MacLane spaces for all integers and , as well as connective covers of : , and .
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