Noncommutative p-adic rings and Witt vectors with coefficients in a separable algebra
The aim of this paper is to construct for any separable division algebra D over a field k, the ring \(W_ n(D)\) of Witt-vectors (of length n). This construction of Witt-vectors in the non-commutative set up has been subsequently used by the author in his thesis to study the structure of certain Artinian rings.
scientific article; zbMATH DE number 4073210
scientific article