Authors develop an ∞-categorical approach to Hopfological algebra that refines Khovanov-Qi foundations and generalizes to arbitrary rigidly-compactly generated symmetric monoidal stable ∞-categories.
Higher traces, noncommu- tative motives, and the categorified Chern character
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Hopfological algebra, revisited
Authors develop an ∞-categorical approach to Hopfological algebra that refines Khovanov-Qi foundations and generalizes to arbitrary rigidly-compactly generated symmetric monoidal stable ∞-categories.