Alexander Zheglov
Preprint series:
Institut für Mathematik, Humboldt-Universität zu Berlin (ISSN 0863-0976), 23 pages
MSC 2000
- 16K50 Brauer groups
-
16K20 Finite-dimensional
Abstract
We prove a decomposition theorem for wild division algebras over
a Laurent series field with arbitrary
residue field of characteristik greater than two. This theorem is a
generalization of the decomposition theorems for tame division algebras given
by Jacob and Wadsworth. Also we prove a
generalization of Cohen's theorem.
Keywords:
valuation, division algebras