activity
19992005
most citedQuantized coordinate rings and related noetherian algebras

7 citations · 14 across the 11 of their papers we have counts for

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8 papers · 1 filter

math.RA2005

The Closed-Point Zariski Topology for Irreducible Representations

K. R. Goodearl, E. S. Letzter

In previous work, the second author introduced a topology, for spaces of irreducible representations, that reduces to the classical Zariski topology over commutative rings but prov…

math.RA2003

Simplicity of noncommutative Dedekind domains

K. R. Goodearl, J. T. Stafford

The following dichotomy is established: A finitely generated, complex Dedekind domain that is not commutative is simple. Weaker versions of this dichotomy are proved for Dedekind p…

math.RA2003

Stable rank of corner rings

P. Ara, K. R. Goodearl

B. Blackadar recently proved that any full corner in a unital C*-algebra has K-theoretic stable rank greater than or equal to the stable rank of . (Here is a proje…

math.RA2003

Fractional skew monoid rings

P. Ara, M. A. Gonzalez-Barroso, K. R. Goodearl +1

Given an action of a monoid on a ring by ring endomorphisms, and an Ore subset of , a general construction of a fractional skew monoid ring is g…

math.RA2001

of purely infinite simple regular rings

P. Ara, K. R. Goodearl, E. Pardo

We extend the notion of a purely infinite simple C*-algebra to the context of unital rings, and we study its basic properties, specially those related to K-Theory. For instance, if…

math.RA1999

of separative exchange rings and C*-algebras with real rank zero

P. Ara, K. R. Goodearl, K. C. O'Meara +1

For any (unital) exchange ring whose finitely generated projective modules satisfy the separative cancellation property ( implies $A\co…