National Symposium on Functional Analysis, Optimization and Applications, the University of Newcastle, 9 - 19 March, workshop, 20 - 21 March, miniconference

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is volume contains papers by participants in the National Symposium on Functional Analysis, Optimization and Applications held at the University of Newcastle in March 1998. The Symposium was a joint acivity organised by the Department of Mathematics and the Centre for Integrated dynamics and Control (CIDAC), which is associated with the Department of Electrical and Computer Engineering, all at the University of Newcastle. Our special guest leading the symposium was Professor Jonathan Borwein from Simon Fraser University, British Columbia, Canada, whose visit was sponsored by CIDAC. From Monday 9th until Thursday 19th March we met in workshop sessions where two papers were read each morning (with discussion afterwards) and on Friday 20th and Saturday 21st March, we held a formal miniconference session where seven papers were presented each day. We had participants from the Universities of Western Australia, Murdoch, Melbourne, Ballarat, Sydney, NSW, the Australian Catholic, and Newcastle. We also included visitors from the Universities of Toronto and Simon Fraser (Canada), Seville (Spain) and Harbin (China). The aim of the symposium was to achieve some cross fertilisation of ideas between mathematicians working in functional analysis and engineers whose main concern is optimal control and estimation. In our opinion, much useful dialogue between workers in these fields was exchanged. This volume contains the refereed papers of some of the participants. Although the papers themselves are generally identifiable as being from one of the two participating groups of mathematicians or engineers it is hoped that the publication of the papers in one volume will help promote more of the inter-field discussion that we enjoyed in our symposium.

Author(s): John R Giles, Brett Ninness
Series: Proceedings of the Centre for Mathematics and its Applications / Australian National University, 36
Edition: 1
Publisher: Centre for Mathematics and its Applications, Australian National University
Year: 1999

Language: English
Commentary: Made from the PDFs at: http://maths.anu.edu.au/research/symposia-proceedings/national-symposium-functional-analysis-optimization-and-applications
Pages: 193
City: Canberra

1 - Conical open mapping theorems and regularity - Heinz H. Bauschke and Jonathan M. Borwein......Page 1
2 - An algebraic approach to optimal output decoupling by output feedback control - Thomas S. Brinsmead and Graham C. Goodwin......Page 11
3 - Non-differentiable invex - B.D.Craven......Page 25
4 - Strict property (M) in Banach spaces - Yunan Cui......Page 29
5 - Properties of finite rank operators that arise in approximation of integral operators related to linear dynamical systems - José A. De Doná, Graham C. Goodwin and Richard H. Middleton......Page 39
6 - Exposing conditions implying uniformity of rotundity - John R. Giles and Warren B. Moors......Page 49
7 - Worst-case identification of linear systems: existence and complexity - D.W. Hadwin, K.J. Harrison and J.A. Ward......Page 53
8 - Design of multi-channel linear phase FIR filters - Gustav Ljungars and Minyue Fu......Page 67
9 - Generalised Fourier and Toeplitz results for rational orthonormal bases - Brett Ninness, Håkan Hjalmarsson and Fredrik Gustafsson......Page 87
10 - Voltage graphs - David Pask and Trent Yeend......Page 99
11 - Dynamical systems and operator algebras - Iain Raeburn......Page 109
12 - Groups, representations and Haagerup's inequality for buildings - Jacqui Ramagge......Page 121
13 - Operator theoretic problems for Fourier multipliers in Lp(R) - W.J. Ricker......Page 127
14 - Some properties of increasing convex-along-rays functions - A.M. Rubinov......Page 153
15 - On a calculus of discontinuous functions used in interfacial flow modeling - Scott Sciffer......Page 169
16 - Maps which have fixed points for any Banach space - Brailey Sims......Page 179
17 - Limitations on achievable tracking accuracy for single-input two-output systems - Andrew Woodyatt......Page 185