The eta-local motivic sphere
classification
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keywords
motivicadamscomputedifferentialseta-localspherealgebracohomology
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We compute the h_1-localized cohomology of the motivic Steenrod algebra over C. This serves as the input to an Adams spectral sequence that computes the motivic stable homotopy groups of the eta-local motivic sphere. We compute some of the Adams differentials, and we state a conjecture about the remaining differentials.
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