The Real Johnson-Wilson Cohomology of mathbb{C}P^infty
classification
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inftymathbbcohomologyjohnson-wilsonrealapplyingbocksteincompletely
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We completely compute the Real Johnson-Wilson cohomology of $\mathbb{C}P^\infty$. Applying techniques from equivariant stable homotopy theory to the Bockstein spectral sequence, we produce permanent cycles and solve extension problems to give an explicit description of the ring $ER(n)^*(\mathbb{C}P^\infty)$
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