Banach space operators with a bounded H ∞ functional calculus M Cowling, I Doust, A Micintosh, A Yagi
journal of the australian mathematical society 60 (1), 51-89, 1996
416 1996 Enhanced negative type for finite metric trees I Doust, A Weston
Journal of Functional Analysis 254 (9), 2336-2364, 2008
35 2008 Functions of bounded variation on compact subsets of the plane B Ashton, I Doust
Studia Math 169 (2), 163-188, 2005
28 2005 Functional calculus, integral representations, and Banach space geometry I Doust, R deLaubenfels
Quaestiones Mathematicae 17 (2), 161-171, 1994
18 1994 Compact well-bounded operators C Qingping, I Doust
Glasgow Mathematical Journal 43 (3), 467-475, 2001
16 2001 operatorsB Ashton, I Doust
J. Operator Theory 65, 255-279, 2011
15 2011 Well-bounded operators on nonreflexive Banach spaces C Qingping, I Doust
Proceedings of the American Mathematical Society 124 (3), 799-808, 1996
15 1996 A comparison of algebras of functions of bounded variation B Ashton, I Doust
Proceedings of the Edinburgh Mathematical Society 49 (3), 575-591, 2006
14 2006 Properties of AC-operators E Berkson, I Doust, TA Gillespie
Acta Scientiarum Mathematicarum 63 (1), 249-272, 1997
14 1997 The spectral theorem for well-bounded operators I Doust, Q Bozhou
Journal of the Australian Mathematical Society 54 (3), 334-351, 1993
14 1993 Approximation in I Doust, M Leinert, A Stoneham
Banach Journal of Mathematical Analysis 17 (1), 5, 2023
11 2023 Isomorphisms of spaces I Doust, M Leinert
arXiv preprint arXiv:1312.2304, 2013
11 2013 Corrigendum to “Enhanced negative type for finite metric trees”[J. Funct. Anal. 254 (2008) 2336–2364] I Doust, A Weston
Journal of Functional Analysis 255 (2), 532-533, 2008
11 2008 Well-boundedness of sums and products of operators I Doust, TA Gillespie
Journal of the London Mathematical Society 68 (1), 183-192, 2003
11 2003 Well-bounded and scalar-type spectral operators on spaces not containing 𝑐₀ I Doust
Proceedings of the American Mathematical Society 105 (2), 367-370, 1989
11 1989 Well-Bounded and Scalar-Type Spectral Operators on Lp Spaces I Doust
Journal of the London Mathematical Society 2 (3), 525-534, 1989
10 1989 Compact AC-operators I Doust, B Walden
Studia Mathematica 3 (117), 275-287, 1996
9 1996 Asymptotic negative type properties of finite ultrametric spaces I Doust, S Sánchez, A Weston
Journal of Mathematical Analysis and Applications 446 (2), 1776-1793, 2017
8 2017 spaces for polygonally inscribed curvesS Al-shakarchi, I Doust
Banach Journal of Mathematical Analysis 15, 1-23, 2021
7 2021 Isomorphisms of AC(σ) spaces for countable sets I Doust, S Al-shakarchi
The Diversity and Beauty of Applied Operator Theory, 193-206, 2018
7 2018