Ring Theory, Antwerp 1980

Inhaltsverzeichnis

• Normalizing extensions I.
• Normalizing extensions II.
• Commutant des Modules de Longueur Finie sur Certaines Algèbres Filtrées.
• Maximal orders applied to enveloping algebras.
• Fxtensions of valuations on skew fields.
• Extensions of simple by simple unit-regular rings.
• Invertible 2×2 matrices over skew polynomial rings.
• Hereditary P. I. algebras.
• Grade et Théorème d’intersection en algèbre Non commutative.
• Théorème de Hopkins pour les Catégories de Grothendieck.
• The moore-penrose inverse for matrices over skew polynomial rings.
• The lattice type of orders: A diagrammatic approach. I.
• Arithmetically graded rings . I..
• Radicals and chain conditions.
• Graded azumaya algebras and brauer groups.
• Birationality of P. I. rings and non-commutative varieties.
• Skew power series rings and some homological properties of filtered rings.