- COMPACT WELL-BOUNDED OPERATORS Cheng Qingping and Ian Doust
- Wellboundedness of sums and products of Ian Doust and T.A. Gillespie
- PROPERTIES OF AC-OPERATORS Earl Berkson, Ian Doust and T.A. Gillespie
- Trigonometric Identities, Linear Algebra, and Computer Algebra
- Functions of bounded variation on compact subsets of the plane
- Schur multiplier projections on the von NeumannSchatten classes
- The Dual Theory Of Wellbounded Operators CHENG Qingping Ian DOUST
- A MAXIMAL THEOREM FOR HOLOMORPHIC SEMIGROUPS by GORDON BLOWER
- Functions of bounded variation on compact subsets of the plane
- COMPACT WELL-BOUNDED OPERATORS CHENG QINGPING
- J. OPERATOR THEORY VV:N(YYYY), 001026
- A MAXIMAL THEOREM FOR HOLOMORPHIC SEMIGROUPS ON VECTOR-VALUED SPACES
- The spectral type of sums of operators on non-Hilbertian Banach lattices
- Schur multiplier projections on the von Neumann-Schatten classes
- AC() operators, algebras of functions and algebras of operators
- Bases and decompositions Commuting sets of projections
- Introduction Metric Trees
- A comparison of algebras of functions of bounded Brenden Ashton and Ian Doust
- Well-boundedness of sums and products of operators
- FUNCTIONAL CALCULUS, INTEGRAL REPRESENTATIONS, AND BANACH SPACE GEOMETRY
- Functions of bounded variation on compact subsets of the plane
- Well-bounded operators on nonreflexive Banach spaces II
- Contractive Projections on Lebesgue-Bochner Spaces IAN DOUST1, School of Mathematics, University of New South Wales, Sydney,
- AN EXAMPLE IN THE THEORY OF AC-OPERATORS Ian Doust and T.A. Gillespie
- A WEAKER CONDITION FOR NORMALITY Ian Doust
- COMPACT AC() OPERATORS BRENDEN ASHTON AND IAN DOUST
- A MAXIMAL THEOREM FOR HOLOMORPHIC SEMIGROUPS by GORDON BLOWER +
- A comparison of algebras of functions of bounded Brenden Ashton and Ian Doust
- PROPERTIES OF AC-OPERATORS Earl Berkson, Ian Doust and T.A. Gillespie
- A MAXIMAL THEOREM FOR HOLOMORPHIC SEMIGROUPS by GORDON BLOWERy
- THE SPECTRAL THEOREM FOR WELL-BOUNDED OPERATORS
- A comparison of algebras of functions of bounded variation
- Trigonometric Identities, Linear Algebra, and Computer Algebra
- The Dual Theory Of Well-bounded Operators CHENG Qingping Ian DOUST
- Spectral theory for linear operators on or C(K) spaces
- AC() OPERATORS BRENDEN ASHTON AND IAN DOUST
- Houston Journal of Mathematics cOUniversity of Houston
- Schur multiplier projections on the von Neumann-Schatten classes
- COMPACT AC-OPERATORS Ian Doust and Byron L. Walden
- SPECTRAL PROJECTIONS FOR HERMITIAN OPERATORS Ian Doust and Werner J. Ricker
- NORMS OF 0-1 MATRICES IN CP IAN DOUST
