Derived plethystic algebra
Benjamin Antieau, Edith Hübner, Dmitry Kubrak, Joost Nuiten
Abstract
We prove comparison results about ∞-categories of derived commutative rings with extra algebraic structure. For example, we show that several notions of derived δ-rings agree and obtain similar results for derived λ-rings, derived binomial rings, and derived Boolean rings. Our comparison results apply more generally to modules over a specific kind of monad on derived rings that we call derived plethory.
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