Comparing categories of Lubin-Tate (ɸ ,)-modules

       Autors: P. Schneider, O. Venjakob
       Titel:  Comparing categories of Lubin-Tate (ɸ ,)-modules
       Jahr: 2023
       Seiten: 33
       In: Preprint

      Abstract: In the Lubin-Tate setting we compare different categories of (ɸ ,)-modules over various perfect or imperfect coefficient rings. Moreover, we study their associated Herr-complexes. Finally, we show that a Lubin Tate extension gives rise to a weakly decompleting, but not decompleting tower in the sense of Kedlaya and Liu.