activity
19982005
most citedNorms of Schur Multipliers

2 citations · 4 across the 3 of their papers we have counts for

collaborators

6 papers

math.OA20051 cited

Coordinate Systems and Bounded Isomorphisms for Triangular Algebras

Allan P. Donsig, David R. Pitts

For a Banach D-bimodule M over an abelian unital C*-algebra D, we define E(M) as the collection of norm-one eigenvectors for the dual action of D on the Banach space dual of M. Equ…

math.OA20052 cited

Norms of Schur Multipliers

Kenneth R. Davidson, Allan P. Donsig

A subset P of N x N is called Schur bounded if every infinite matrix with bounded entries which is zero off of P yields a bounded Schur multiplier on B(H). Such sets are characteri…

math.OA20031 cited

Analytic Partial Crossed Products

Allan P. Donsig, Alan Hopenwasser

Partial actions of discrete abelian groups can be used to construct both groupoid C*-algebras and partial crossed product algebras. In each case there is a natural notion of an ana…

math.OA2000

Automatic closure of invariant linear manifolds for operator algebras

Allan Donsig, Alan Hopenwasser, David R. Pitts

Kadison's transitivity theorem implies that, for irreducible representations of C*-algebras, every invariant linear manifold is closed. It is known that CSL algebras have this prop…

math.OA1998

The Classification of Limits of 2n-cycle Algebras

Allan P. Donsig, S. C. Power

We obtain a complete classification of the locally finite algebras and the operator algebras, given as algebraic inductive limits and Banach algebraic inductive limits respectively…

math.OA1998

Algebraic Isomorphism of Limit Algebras

Allan P. Donsig, Tim D. Hudson, Elias G. Katsoulis

We prove that algebraic isomorphisms between limit algebras are automatically continuous, and consider consequences of this result. In particular, we give partial solutions to a co…