Herr-complexes in the Lubin-Tate setting

In this article we extend work of Herr from the case of cyclotomic $(φ,Γ)$-modules to the general case of Lubin-Tate $(φ,Γ)$-modules. In particular, we define generalized $φ$- and $ψ$-Herr complexes, which calculate Galois cohomology, when applied to the etale $(φ,Γ)$-modules attached to the coefficients.

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