This surveys material previously available only in the research literature. It provides a re-
worked and simplified account, with improved clarity, fresh insights and many original results …

Let A1 be the first Weyl algebra over a field F of characteristic zero. We show that the
category of A1-modules of finite length is wild, despite the fact that every A1-module of finite …

We describe the structure of infinitely generated projective modules over hereditary
Noetherian prime rings. The isomorphism invariants are uniform dimension and ranks at …

Let R be a hereditary Noetherian prime ring. We determine a full set of invariants for the
isomorphism class of any finitely generated projective R-module of uniform dimension at …

A number of results are proved concerning the Quillen K-theory K*(S* G) of the skew group
ring S* G, where S is a Noetherian ring and G is a finite group of automorphisms of S …

This article is a survey of some aspects of the K-theory of Noetherian rings. Mainly we shall
be concerned with calculating the (Quillen) K-groups for specific Noetherian rings but we …

This is the first of three papers that aim to bring the known theory of projective modules over
a hereditary Noetherian prime ring R up to roughly the same level as the well-known …

By a Dedekind domain we mean a commutative noetherian integral domain R, in which
every ideal is a projective R-module. The following two theorems—essentially due to Steinitz …

GLOBAL DIMENSION OF SEMIPRIME NOETHERIAN RINGS JTStafford Department of Pure
Mathematics, University of Leeds Leeds LS2 9JT (E Page 1 GLOBAL DIMENSION OF …

K. Goodearl [Gl] considered the State Space, St (R), of a noetherian ring R; and, in joint work
with RB Warfield [GW], described the structure of the sate space of commutative rings …