Abstracts for Australian Mathematical Society 51^st Meeting

Authors	Title	Speaker	Affiliation	Session	Abstract	pdf
A Rod Gover	Almost Einstein manifolds and non-local operators	A. Rod Gover	University of Auckland	Geometry (inc. Topology and Differential Geometry)	Almost Einstein manifolds are conformal ... [Full Details]
A. Rennie, A. Carey, S. Neshveyev, R. Nest	The Index Theory of KMS Weights for Circle Actions	Adam Rennie	Australian National University	Noncommutative Geometry and Operator Theory	I will describe by examples how to defin ... [Full Details]
A. Wirth and L. Zhang	On-line scheduling with constraints	Lele Zhang	The University of Melbourne	Optimisation and Operations Research	We consider the worst-case performance o ... [Full Details]
A.-M. Aubert, P.F.Baum, R.J.Plymen	Geometric structure in the representation theory of p-adic groups	Paul Baum	Pennsylvania State University	Noncommutative Geometry and Operator Theory	Let $G$ be a reductive $p$-adic group (e ... [Full Details]
A.J. Bracken	Schrodinger's equation in the phase space formulation of quantum mechanics	Tony Bracken	University of Queensland	Mathematical Physics	The phase space formulation of quantum m ... [Full Details]
Adam Rennie, Joe Varilly	Reconstruction of Manifolds in Noncommutative Geometry	Adam Rennie	Australian National University	Noncommutative Geometry and Operator Theory	The reconstruction theorem gives a chara ... [Full Details]
Adam Sikora, Derek Robinson, Andrew Hassell	Analysis of degenerated elliptic operators	Adam Sikora	Australian National University	PDE's and Analysis	The notion of degenerate elliptic operat ... [Full Details]
Adil Bagirov and Asef Nazari Ganjehlou	A secant method in nonsmooth optimization	Adil Bagirov	University of Ballarat	Optimisation and Operations Research	The notion of a secant for locally Lipsc ... [Full Details]
Aidan Sims, David Pask, Adam Rennie	Higher-rank graph C*-algebras and noncommutative geometry	Aidan Sims	University of Wollongong	Noncommutative Geometry and Operator Theory	We will discuss examples of semifinite s ... [Full Details]
Aidan Sudbury, Mathew Penrose, Raul Gouet	Interacting Particle Processes on the Cayley Tree	Aidan Sudbury	Monash University	Probability and Statistics	Processes which cannot be solved in 2-di ... [Full Details]
Alan Andrew	Inverse Sturm-Liouville problems	Alan Andrew	La Trobe University	Computational Mathematics	Some numerical methods will be described ... [Full Details]
Alan Carey	Recent developments in noncommutative geometry	Alan Carey	Australian National University	Noncommutative Geometry and Operator Theory	I will describe some recent new developm ... [Full Details]
Alan Joyce	Flying with numbers!	Alan Joyce	Jetstar Airlines	Teachers Afternoon	TBA
Alan McIntosh	The Kato square root problem, and boundary value problems for non-symmetric divergence form equations	Alan McIntosh	Australian National University	PDE's and Analysis	About 1960 Tosio Kato, during his invest ... [Full Details]
Aleks Owczarek and Andrew Rechnitzer	Functional equations, the Kernel method and walks in slits	Aleks Owczarek	The University of Melbourne	Mathematical Physics	We provide a unified approach to the sol ... [Full Details]
Alf van der Poorten	Subtle sums of squares; and curious cubes	Alf van der Poorten	ceNTRe for Number Theory Research, Sydney	Number Theory	Hendrik Lenstra's cute observation that ... [Full Details]
Alison Thomson	Frobenius Double Loop Graphs as Interconnection Networks	Alison Thomson	The University of Melbourne	Algebra and Combinatorics	Double loop graphs are obtained by addin ... [Full Details]
Allan Motyer and Peter Taylor	Some Interesting Decay Rate Behaviour in Two-Dimensional Stochastic Models	Peter Taylor	The University of Melbourne	MASCOS Presents	Recently there has been considerable int ... [Full Details]
Allison Plant	Symmetric functions and the KP and BKP Equations	Allison Plant	University of Tasmania	Mathematical Physics	The KP and BKP equations are considered ... [Full Details]
Andrew Eberhard	Some Observation on $C^{1,1}$ Smoothing and Some Experiments in Nonsmooth Optimization	Andrew Eberhard	Royal Melbourne Institute of Technology	Optimisation and Operations Research	In this talk we will summaries various r ... [Full Details]
Andrew Francis, Lenny Jones, Weiqiang Wang	Symmetric polynomials of Jucys--Murphy elements and bases for the centres of the group algebra and Hecke algebra of the symmetric group	Andrew Francis	University of Western Sydney	Algebra and Combinatorics	G.~E.~Murphy has shown that the centre o ... [Full Details]
Andrew Hassell	Strichartz estimates for trapping geometries	Andrew Hassell	Australian National University	PDE's and Analysis	Strichartz estimates are the basic estim ... [Full Details]
Andy Philpott	Stochastic optimization in electricity pool markets	Andy Philpott	University of Auckland	Optimisation and Operations Research	Over the past decade, markets for electr ... [Full Details]
Armando Rodado	Weierstrass Points and Canonical Cell Decompositions of the Moduli and Teichm\"uller Spaces of Riemann surfaces of Genus Two	Armando Rodado	The University of Melbourne	Geometry (inc. Topology and Differential Geometry)	A genus-two Riemann surface admits a c ... [Full Details]
Astrid an Huef, Iain Raeburn, Dana Williams	Properties preserved under Morita equivalence of $C^*$-algebras	Astrid an Huef	University of New South Wales	Noncommutative Geometry and Operator Theory	If $A$ and $B$ are two $C^*$-algebras, a ... [Full Details]
B.A. Davey, M. Haviar and H.A. Priestley	Canonical extensions of distributive lattice expansions	Miroslav Haviar	M Bel University	Algebra and Combinatorics	Canonical extensions were first studied, ... [Full Details]
B.A. Davey, M. Haviar and J.G. Pitkethly	Using coloured ordered sets to study finite-level full dualities	Brian Davey	La Trobe University	Algebra and Combinatorics	Coloured ordered sets are structures of ... [Full Details]
Barry Gardner and Allison Plant	Unital extensions of graded rings and the graded Jacobson radical	Allison Plant	University of Tasmania	Algebra and Combinatorics	We describe the graded Jacobson radical ... [Full Details]
Belinda Trotta	Standardness of Finite Graphs	Belinda Trotta	La Trobe University	Algebra and Combinatorics	We aim to determine when certain classes ... [Full Details]
Bell Foozwell	Haken 4-Manifolds	Bell Foozwell	The University of Melbourne	Geometry (inc. Topology and Differential Geometry)	I will tell you what I mean by a Haken 4 ... [Full Details]
Ben Andrews	Surfaces with small principal curvatures in hyperbolic 3-manifolds	Ben Andrews	Australian National University	Geometry (inc. Topology and Differential Geometry)	Surfaces with small principal curvatures ... [Full Details]
Ben Andrews	The fundamental spectral gap of a convex domain	Ben Andrews	Australian National University	PDE's and Analysis	A new estimate on the oscillation of der ... [Full Details]
Boris Buchmann, Gernot M\"uller	On the limit experiment of randomly thinned GARCH(1,1) in deficiency	Boris Buchmann	Monash University	Probability and Statistics	Since the seminal papers by Engle (1982) ... [Full Details]
Boris Miller	Control of data flow in stochastic networks	Boris Miller	Monash University	Probability and Statistics	A nonlinear stochastic control problem r ... [Full Details]
Boris Miller	Optimisation of stochastic networks via stochastic control of Markov chains	Boris Miller	Monash University	Optimisation and Operations Research	Effective control of data flows is one o ... [Full Details]
Brad Roberts	Bosets and Fundamental Semigroups	Brad Roberts	University of Sydney	Algebra and Combinatorics	Bosets were invented by Nambooripad (in ... [Full Details]
Brian Webby	Risk Assessment for Water Resources Management	Brian Webby	University of Adelaide	Optimisation and Operations Research	The management of freshwater resources i ... [Full Details]
Bruce Craven	Stock market returns - heavy-tail distributions and stochastic integrals	Bruce Craven	The University of Melbourne	Optimisation and Operations Research	The underlying distribution for stock ma ... [Full Details]
Cheryl E. Praeger	Constructing point-imprimitive designs	Cheryl E. Praeger	The University Of Western Australia	Algebra and Combinatorics	I will discuss recent work with Peter Ca ... [Full Details]
Chris Goddard	Making sense of comparison geometry on discrete spaces	Christopher Goddard	The University of Melbourne	Geometry (inc. Topology and Differential Geometry)	Gromov's theorem in the manifold (and Al ... [Full Details]
Chris Tisdell	Continuous and discrete dynamical systems: Uncovering the distinctions and links via time scales	Chris Tisdell	University of New South Wales	Smooth and Discrete Dynamical Systems	The area of ``dynamic equations on time ... [Full Details]
Christopher Ormerod	Solutions to ultradiscrete Painleve equations	Christopher Ormerod	University of Sydney	Mathematical Physics	The ultradiscrete Painlev\'e equations a ... [Full Details]
Christopher Reid	Limits of nonconvergent sequences	Christopher Reid	University of Sydney	Number Theory	The idea of considering the limits of no ... [Full Details]
Claus Fieker	What computers can (currently) do for you	Claus Fieker	University of Sydney	Number Theory	Over the last 15 years, progress in comp ... [Full Details]
Craig Hodgson	Knotted graphs in 3-manifolds	Craig Hodgson	The University of Melbourne	Geometry (inc. Topology and Differential Geometry)	The study of knotted graphs in 3-manifol ... [Full Details]
D Ralph	A selective survey of MPECs	Daniel Ralph	University of Cambridge	Optimisation and Operations Research	We give a selective survey of bilevel pr ... [Full Details]
D. Archdeacon, C. Paul Bonnington and Jo Ellis-Monaghan	How to exhibit toroidal maps in space	C. Paul Bonnington	University of Auckland	Geometry (inc. Topology and Differential Geometry)	Steinitz's Theorem states that a graph i ... [Full Details]
Daniel Morales Silva	Properties of Strongly star-shaped cones	Daniel Morales Silva	University of Ballarat	Optimisation and Operations Research	In problems of vector optimization, with ... [Full Details]
Daniel Murfet	Homotopy categories and Grothendieck duality	Daniel Murfet	Australian National University	General	Grothendieck duality describes an import ... [Full Details]
Daryl Cooper, Stephan Tillmann	The Thurston norm via normal surfaces	Stephan Tillmann	University of Queensland	Geometry (inc. Topology and Differential Geometry)	This talk describes an algorithm to comp ... [Full Details]
David Farmer	A polynomial approach to cocycles	David Farmer	Royal Melbourne Institute of Technology	Algebra and Combinatorics	\emph{Definition} If $G$ is a finite gr ... [Full Details]
David Gruenewald	Computing Humbert Surfaces	David Gruenewald	University of Sydney	Number Theory	Humbert surfaces are hypersurfaces in th ... [Full Details]
David John Hill	Stability Theory for Complex Systems	David Hill	Australian National University	Invited Plenary Address	Throughout natural and engineered system ... [Full Details]
David Pask, Adam Rennie and Aidan Sims	The gauge spectral triple of certain graph $C^*$-algebras	David Pask	University of Wollongong	Noncommutative Geometry and Operator Theory	We will show the basic steps involved in ... [Full Details]
Detlev Buchholz, Hendrik Grundling	Realizing the JLO-cocycle in Quantum Field Theory	Hendrik Grundling	University of New South Wales	Noncommutative Geometry and Operator Theory	A cyclic cocycle in the sense of Connes ... [Full Details]
Douglas Stones and Ian M. Wanless	Divisors of the number of Latin rectangles	Douglas Stones	Monash University	Algebra and Combinatorics	A $k \times n$ \emph{Latin rectangle} is ... [Full Details]
Dr. Grant Cairns, Thanh Duong Pham	An example of a chaotic group action on $\mathbb R^n$ by compactly supported homeomorphisms	Duong Pham	University of New South Wales	Smooth and Discrete Dynamical Systems	We give an example of a group action on ... [Full Details]
Ejanul Haque, P. L. Sachdev, Philip Broadbridge	Exact Solution of a Boundary Value Problem Describing the Uniform Cylindrical or Spherical Piston Motion	Ejanul Haque	Royal Melbourne Institute of Technology	Mathematical Physics	In this paper, we construct the exact so ... [Full Details]
Eric Chu	Palindromic eigenvalue problems: good vibration via structure-preserving algorithms	Eric Chu	Monash University	Computational Mathematics	The vibration of fast trains is governed ... [Full Details]
F. Klebaner, P. Jagers and S. Sagitov	Extinction in Branching Processes	Fima Klebaner	Monash University	Probability and Statistics	We study branching processes ``half-way" ... [Full Details]
F. Sukochev and N. Azamov	Spectral shift function and spectral flow	Fyodor Sukochev	Flinders University	Noncommutative Geometry and Operator Theory	In this talk we extend Krein's theory of ... [Full Details]
Finnur Larusson, Ragnar Sigurdsson	Analytic discs and polynomial hulls	Finnur Larusson	University of Adelaide	Geometry (inc. Topology and Differential Geometry)	I will discuss joint work with Ragnar Si ... [Full Details]
Florica Cirstea, Cristina Trombetti	On the Monge-Ampere equation with boundary blow-up	Florica Cirstea	Australian National University	PDE's and Analysis	In this talk we consider Monge--Ampere t ... [Full Details]
Frances Kuo	Lifting the Curse of Dimensionality - Numerical Integration in Thousands of Dimensions	Frances Kuo	University of New South Wales	Computational Mathematics	Many practical problems in statistics an ... [Full Details]
G. Tartaglino-Mazzucchelli, S. M. Kuzenko	Five-dimensional N=1 Anti-de-Sitter superspace	Gabriele Tartaglino-Mazzucchelli	The University Of Western Australia	Mathematical Physics	This talk is devoted to a review of rece ... [Full Details]
Gary Froyland, Kathrin Padberg, Matthew England, and Anne-Marie Treguier	Detecting coherent structures in the Southern Ocean via transfer operators	Gary Froyland	University of New South Wales	Smooth and Discrete Dynamical Systems	Coherent non-dispersive structures are k ... [Full Details]
Gary Froyland, Natashia Boland, Irina Dumitrescu, and Ambros Gleixner	A New Aggregation-Based Method with Improved Processing Selectivity for the Open Pit Mine Production Scheduling Problem	Gary Froyland	University of New South Wales	Optimisation and Operations Research	Given a representation of an orebody as ... [Full Details]
Gary Froyland, Rua Murray, Dalia Terhesiu	Computing equilibrium states	Gary Froyland	University of New South Wales	MASCOS Presents	Dynamical systems often possess infinite ... [Full Details]
Georgina Bignell	Split operator finite element modelling of pulmonary gas exchange	Georgina Bignell	Griffith University	Computational Mathematics	A pulmonary gas exchange model containin ... [Full Details]
Gerry Myerson	Irredundant restricted disjoint covering systems	Gerry Myerson	Macquarie University	Number Theory	An irredundant restricted disjoint cover ... [Full Details]
Graham Farr	On generalised Tutte-Whitney polynomials	Graham Farr	Monash University	Algebra and Combinatorics	The Tutte-Whitney polynomials of a graph ... [Full Details]
H B Thompson	Nonlinear boundary value problems for ordinary differential equations	Bevan Thompson	The University of Queensland	General	We describe some existence results for s ... [Full Details]
Heather Lonsdale and Aleks Owczarek	Directed Compact Percolation near a damp wall	Heather Lonsdale	MASCOS / University of Melbourne	MASCOS Presents	We will briefly review previous research ... [Full Details]
Ian Sloan, Alvise Sommariva	The Best of Both Worlds	Ian Sloan	University of New South Wales	Computational Mathematics	Both polynomials and radial basis functi ... [Full Details]
Ian Wanless	Matching polynomials and walks in regular graphs	Ian Wanless	Monash University	Algebra and Combinatorics	Our broad aim is to use generating funct ... [Full Details]
J. B. Miller	Pantographs	John Boris Miller	Monash University	Geometry (inc. Topology and Differential Geometry)	In Euclidean plane geometry, a pantograp ... [Full Details]
J. Roberts, R. Quispel	Symplectic structures for difference equations, including integrable maps	John Roberts	University of New South Wales	Smooth and Discrete Dynamical Systems	We investigate the existence of constant ... [Full Details]
J.A.Hillman	Homotopy invariants of 4-manifolds	Jonathan Hillman	University of Sydney	Geometry (inc. Topology and Differential Geometry)	A $PD_4$-complex $X$ is strongly minimal ... [Full Details]
James McCoy, Ben Andrews, Yu Zheng	Contraction of nonsmooth convex hypersurfaces into spheres	James McCoy	University of Wollongong	PDE's and Analysis	We consider a class of fully nonlinear c ... [Full Details]
James McCoy, Ngamta Thamwattana, Jim Hill	Modelling protein folding using calculus of variations	James McCoy	University of Wollongong	New Applications of Mathematics	We model the helical shape of a protein ... [Full Details]
Jan Thomas, Peter Hall and Hyam Rubinstein	An Update of the National Review	Jan Thomas	AMSI	General	In December it will be a year since the ... [Full Details]
Jaroslaw Krawczyk	The competition of hydrogen-like and isotropic interactions on polymer collapse	Jaroslaw Krawczyk	MASCOS / University of Melbourne	MASCOS Presents	We investigate a lattice model of polyme ... [Full Details]
Jerzy A. Filar	Controlled Markov Chains, Graphs and Hamiltonicity	Jerzy Filar	University of South Australia	Optimisation and Operations Research	This presentation outlines a line of res ... [Full Details]
Jesse Johnson and Hyam Rubinstein	Automorphisms of Heegaard splittings	Hyam Rubinstein	The University of Melbourne	Geometry (inc. Topology and Differential Geometry)	An automorphism of a Heegaard splitting ... [Full Details]
Joachim Hyam Rubinstein, Marcus Brazil, Peter Grossman, David Lee, Doreen Thomas, Nick Wormald	Mathematics of underground mine design	Hyam Rubinstein	The University of Melbourne	New Applications of Mathematics	A brief survey will be given of the DOT ... [Full Details]
Joanne Hall	Constructions of SIC-POVMs	Joanne Hall	Royal Melbourne Institute of Technology	Algebra and Combinatorics	A Symmetric Informationaly Complete Posi ... [Full Details]
John Banks, Belinda Trotta and Dung Nguyen	Dynamics of Spacing Subshifts	John Banks	La Trobe University	Smooth and Discrete Dynamical Systems	Spacing subshifts are a class of subshif ... [Full Details]
John Cannon	Progress and Challenges in Computational Algebra	John Cannon	University of Sydney	Invited Plenary Address	The relatively new field of Computationa ... [Full Details]
Jorgen Rasmussen and Paul A. Pearce	Fusion algebra of critical percolation	Jorgen Rasmussen	The University of Melbourne	Mathematical Physics	As an example of a logarithmic minimal m ... [Full Details]
Joseph John Monaghan	On the application of particle methods to fluid dynamics	Joseph Monaghan	Monash University	Invited Plenary Address	Particle methods have a long history. Vo ... [Full Details]
Judith Egan and Ian M. Wanless	Indivisible plexes in latin squares	Judith Egan	Monash University	Algebra and Combinatorics	A latin square of order $n$ is an $n \ti ... [Full Details]
Judy-anne Osborn and Richard Brak	Viennot and Laurent Pavings (Count Lattice Paths)	Judy-anne Heather Osborn	Australian National University	Algebra and Combinatorics	In the 1980's Viennot introduced a class ... [Full Details]
K.A. Borovkov and D.A.Odell	Evolution of node-clusters in space associated with processes determined by Voronoi maps: statistics from simulations	David Odell	MASCOS / University of Melbourne	MASCOS Presents	The Voronoi map for a set of points (no ... [Full Details]
Kais Hamza, Peter Jagers, Aidan Sudbury, Daniel Tokarev	The mixing advantage is less than 2	Kais Hamza	Monash University	Probability and Statistics	Given $n$ positive random variables $X_1 ... [Full Details]
Kerri Morgan	Factorisation of Chromatic Polynomials	Kerri Morgan	Monash University	Algebra and Combinatorics	The chromatic polynomial $P(G)$ gives th ... [Full Details]
Kie Van Ivanky Saputra, Lennaert van Veen, Reinout Quispel	Integrability of a two-dimensional Lotka-Volterra system with constant terms	Kie Van Ivanky Saputra	La Trobe University	Smooth and Discrete Dynamical Systems	We investigate the existence of a first ... [Full Details]
Lesley Ward, Jill Pipher	Improvement via Averaging in Biparameter Harmonic Analysis	Lesley Ward	University of South Australia	PDE's and Analysis	It is known that the function $f$ produc ... [Full Details]
Ley Wilson	Quaternion Algebras and Q-curves	Ley Wilson	University of Sydney	Number Theory	Let $K$ be an imaginary quadratic field ... [Full Details]
Loretta Bartolini and J. Hyam Rubinstein	One-sided Heegaard splittings of 3-manifolds	Loretta Bartolini	The University of Melbourne	Geometry (inc. Topology and Differential Geometry)	While two-sided Heegaard splittings are ... [Full Details]
M. Ganesh and S. C. Hawkins	An efficient algorithm for three-dimensional electromagnetic scattering simulation	Stuart Hawkins	University of New South Wales	Computational Mathematics	We present an efficient algorithm for ... [Full Details]
Marcel Jackson and Mikhail Volkov	Semigroups with reversion and the universal Horn logic of directed graphs	Marcel Jackson	La Trobe University	Algebra and Combinatorics	One of the most important basic construc ... [Full Details]
Maria Athanassenas and Julie Clutterbuck	Capillary surfaces of compressible fluids	Julie Clutterbuck	Australian National University	PDE's and Analysis	A capillary surface is the interface bet ... [Full Details]
Mark Fackrell	Some Results Concerning Phase-type Distributions of Algebraic Degree Three	Mark Fackrell	The University of Melbourne	Probability and Statistics	It is well known that the algebraic degr ... [Full Details]
Mark Kisin	Elliptic curves and modular forms	Mark Kisin	University of Chicago	Teachers Afternoon	Elliptic curves are one of the most fund ... [Full Details]
Mark Kisin	Serre's conjecture and modularity	Mark Kisin	University of Chicago	Invited Plenary Address	I will explain a remarkable - recently p ... [Full Details]
Mathai Varghese	On Poincare duality and KK-equivalence	Mathai Varghese	University of Adelaide	Noncommutative Geometry and Operator Theory	I will talk about Poincare duality and K ... [Full Details]
Mathai Varghese	Survey of recent developments in T-duality in String Theory	Mathai Varghese	University of Adelaide	Mathematical Physics	I will give a survey talk on recent deve ... [Full Details]
Mei Zhang	Limit Theorems for Super-Brownian Motion with Immigration	Mei Zhang	MASCOS / University of Melbourne	Probability and Statistics	A super-Brownian motion describes the ev ... [Full Details]
Melanie Bahlo	Using statistics to find disease-causing genes	Melanie Bahlo	Walter and Eliza Hall Institute	Teachers Afternoon	Families affected by genetic diseases re ... [Full Details]
Michael Baake, Daniel Lenz, Robert V. Moody	Dynamical systems and aperiodic order	Michael Baake	Bielefeld University	Smooth and Discrete Dynamical Systems	Nonperiodic structures in Euclidean spac ... [Full Details]
Michael Evans	ICE-EM Mathematics	Michael Evans	AMSI	General	In 2004 a group of secondary mathematics ... [Full Details]
Michael Evans	Mathematics and mathematics in the school mathematics classroom	Michael Evans	AMSI	Teachers Afternoon	The following three quotations by Alfred ... [Full Details]
Michael Wheeler, Omar Foda	BKP Plane Partitions	Michael Wheeler	The University of Melbourne	Mathematical Physics	Abstract not submitted.
Mike Hay	Lax pairs for q-Painleve equations via reductions from a Lax pair for the lattice mKdV equation	Mike Hay	University of Sydney	Smooth and Discrete Dynamical Systems	We consider a nonautonomous Lax pair for ... [Full Details]
Misha Neklyudov, Ben Goldys	Beale-Kato-Majda type condition for Burgers equation	Mikhail Neklyudov	University of New South Wales	PDE's and Analysis	In this talk we consider Burgers equatio ... [Full Details]
N. Boland, R. Muhandiramge, S. Wang	Convergent Network Approximations of Continuous Length-Constrained Minimum Cost Path Problems	Natashia Boland	The University of Melbourne	Optimisation and Operations Research	In many path planning situations, we wou ... [Full Details]
N. S. Witte	Canonical B\"acklund transformation for Garnier systems	Nicholas Witte	The University of Melbourne	Smooth and Discrete Dynamical Systems	A generalisation of the ``discrete Painl ... [Full Details]
Nathan Clisby	Laplace transform analysis of the coupled climate--carbon system	Nathan Clisby	MASCOS / University of Melbourne	MASCOS Presents	We represent the interaction of carbon w ... [Full Details]
Neil A. Watson	Recent progress on the Heat Equation	Neil Watson	University of Canterbury	PDE's and Analysis	A known result for superharmonic functio ... [Full Details]
Neil Saunders	The Minimal Permutation Degree for a Class of Finite Complex Reflection Groups	Neil Saunders	University of Sydney	Algebra and Combinatorics	The minimal permutation degree of a fini ... [Full Details]
Ngamta Thamwattana and James M. Hill	Inter-shell interactions of spheroidal carbon onions and gigahertz nano-oscillators	Ngamta Thamwattana	University of Wollongong	New Applications of Mathematics	The manipulation at the nanoscale has le ... [Full Details]
Nigel Bean and Jeremy McMahon	A use of Phase-Type distributions in Semi-Markov Decision Processes	Nigel Bean	University of Adelaide	Optimisation and Operations Research	We present an investigation of a particu ... [Full Details]
Norman Do	A tourist's guide to intersection theory on moduli spaces of curves	Norman Do	The University of Melbourne	Geometry (inc. Topology and Differential Geometry)	In the past few decades, moduli spaces o ... [Full Details]
Nurulla Azamov	Infinitesimal spectral flow and scattering matrix	Nurulla Azamov	Flinders University	Noncommutative Geometry and Operator Theory	In this talk the notions of infinitesima ... [Full Details]
Ole Warnaar	Multivariable q-Laguerre polynomials	Ole Warnaar	The University of Queensland	Algebra and Combinatorics	In this talk I will introduce new multiv ... [Full Details]
Olga Krupkova	Symmetries of the Helmhotz form and variational equations	Olga Krupkova	Palacky University Olomuc	Geometry (inc. Topology and Differential Geometry)	In this talk, vector fields which are sy ... [Full Details]
Omar Foda	Dualities in classical integrable models	Omar Foda	The University of Melbourne	Mathematical Physics	I would like to discuss (some of) what i ... [Full Details]
Omar Foda, Michael Wheeler and Matthew Zuparic	Factorized domain wall partition functions	Matthew Zuparic	The University of Melbourne	Mathematical Physics	Abstract not submitted.
Omar Rojas, P van der Kamp and G R W Quispel	Lax Representation for integrable O$\Delta$Es	Omar Rojas	La Trobe University	Smooth and Discrete Dynamical Systems	Two main classes of discrete integrable ... [Full Details]
Owen Jones	Looking for continuous local martingales	Owen Jones	The University of Melbourne	Probability and Statistics	Continuous local martingales, or equival ... [Full Details]
P. Broadbridge	Modified Stefan problems via canonical coordinates for an approximate symmetry	Philip Broadbridge	La Trobe University	PDE's and Analysis	In many applications of heat and mass tr ... [Full Details]
Panagiotis Souganidis	Homogenization of nonlinear partial differential equations in random environments	Panagiotis Souganidis	The University of Texas at Austin	Invited Plenary Address	In this lecture I will describe some of ... [Full Details]
Paolo Bertozzini, Roberto Conti, Wicharn Lewkeeratiyutkul	C*-categories, Non-commutative Geometry and Quantum Physics	Paolo Bertozzini	Thammasat University - Bangkok	Noncommutative Geometry and Operator Theory	We present an updated ``panoramic view" ... [Full Details]
Patrick Costello	Quantum BRST and the Resolvent Algebra	Patrick Costello	University of New South Wales	Mathematical Physics	In this talk I will describe the BRST co ... [Full Details]
Paul Fijn, Dr Richard Brak	An Involution for Enumerating Osculating Lattice Paths	Paul Fijn	MASCOS / University of Melbourne	Algebra and Combinatorics	Enumerative combinatorics is concerned w ... [Full Details]
Paul Frank Baum	What is K-theory and what is it good for?	Paul Baum	Pennsylvania State University	Invited Plenary Address	This talk will cover : \begin{enumera ... [Full Details]
Paul Leopardi	Spherical codes: separation, discrepancy and energy	Paul Leopardi	Australian National University	Computational Mathematics	On the unit sphere $S^d \subset R^{d+1}$ ... [Full Details]
Pengzi Miao	On a Localized Riemannian Penrose Inequality	Pengzi Miao	Monash University	Geometry (inc. Topology and Differential Geometry)	A compact 3-dimensional Riemannian manif ... [Full Details]
Penny Bennett	Statistical designs for comparative gene expression studies	Penny Bennett	University of Adelaide	Probability and Statistics	During the last decade, microarrays have ... [Full Details]
Peter Bouwknegt	A physicist's perspective on the Geometric Langlands Conjecture	Peter Bouwknegt	Australian National University	Invited Plenary Address	The Langlands program and its avatars ti ... [Full Details]
Peter Bouwknegt, Keith Hannabuss and Mathai Varghese	C*-algebras in tensor categories	Peter Bouwknegt	Australian National University	Noncommutative Geometry and Operator Theory	In this talk we define and systematicall ... [Full Details]
Peter Forrester	Random matrices and the Riemann zeros	Peter Forrester	The University of Melbourne	Mathematical Physics	The Montgomery-Odlyzko hypothesis states ... [Full Details]
Peter H. van der Kamp, Omar Rojas, Dinh Tran, Reinout Quispel	Closed form expressions for integrals of integrable maps	Peter H. van der Kamp	La Trobe University	MASCOS Presents	A $2N$ dimensional symplectic mapping is ... [Full Details]
Peter Hall	Simultaneous hypothesis testing	Peter Hall	The University of Melbourne	MASCOS Presents	We shall outline the challenges posed by ... [Full Details]
Peter Milley	Feet firmly planted in the clouds: hyperbolic geometry and hyperbolic manifolds	Peter Milley	The University of Melbourne	Teachers Afternoon	The last few years have seen an explosio ... [Full Details]
Peter Milley, James Dowty, Craig Hodgson	Computing hyperbolic structures with hextets	Peter Milley	The University of Melbourne	Geometry (inc. Topology and Differential Geometry)	The standard method for computing hyperb ... [Full Details]
Peter Stacey	Antisymmetries of the CAR algebra	Peter Stacey	La Trobe University	Noncommutative Geometry and Operator Theory	The CAR algebra is the norm closure of a ... [Full Details]
Phil Howlett, Julia Piantadosi and John Boland	Matching the grade correlation coefficient using a copula with maximum disorder	Phil Howlett	University of South Australia	Optimisation and Operations Research	In this paper we use a doubly stochastic ... [Full Details]
Piotr Oprocha	Distributional chaos and topological entropy	Piotr Oprocha	Universidad de Murcia	Smooth and Discrete Dynamical Systems	In [Trans. Amer. Math. Soc. \textbf{344 ... [Full Details]
Q. T. Le Gia, T. Tran, I. H. Sloan	Domain decomposition methods for interpolation by spherical basis functions on spheres	Quoc Thong Le Gia	University of New South Wales	Computational Mathematics	The interpolation problem on the unit sp ... [Full Details]
Q.T. LeGia, I.H. Sloan, E.P. Stephan, T. Tran	A preconditioner for boundary integral equations on the sphere with radial basis functions	Thanh Tran	University of New South Wales	Computational Mathematics	We present fast solution techniques for ... [Full Details]
R Booth	Steiner Minimal Trees in 3D for four points	Raymond Booth	Flinders University	Optimisation and Operations Research	How to locate the Steiner points for fou ... [Full Details]
R D Hill	Dual periodicity in one norm minimisation of the input and output of a linear discrete-time system	Robin Hill	Royal Melbourne Institute of Technology	Smooth and Discrete Dynamical Systems	Suppose a linear, time-invariant, third- ... [Full Details]
Raymond Lubansky	Koliha-Drazin invertibles form a regularity	Raymond Lubansky	The University of Melbourne	Geometry (inc. Topology and Differential Geometry)	In this talk we show that the set of Kol ... [Full Details]
Rebecca Robinson, Graham Farr	Structure and recognition of graphs with no 6-wheel subdivision	Rebecca Robinson	Monash University	Algebra and Combinatorics	The subgraph homeomorphism problem (SHP( ... [Full Details]
Reinout Quispel	Geometric Numerical Integration of Differential Equations	Reinout Quispel	La Trobe University	Computational Mathematics	Geometric integration is the numerical i ... [Full Details]
Rhys Davies, Damien P. George and Raymond R. Volkas	Standard model on a domain wall brane	Raymond Volkas	The University of Melbourne	Mathematical Physics	Our universe might be a submanifold (bra ... [Full Details]
Richard Brak	Lattice Paths and Simple Traffic Models	Richard Brak	The University of Melbourne	MASCOS Presents	This talk will discuss various connecti ... [Full Details]
Robert A. Liebler	Implementing gradient descent decoding	Robert Liebler	Colorado State University	Algebra and Combinatorics	We give a provably accurate efficient op ... [Full Details]
Robert Parviainen	Combinatorial enumeration with the ECO method	Robert Parviainen	MASCOS / University of Melbourne	MASCOS Presents	The ECO method with its associates gener ... [Full Details]
Robert Taggart	Inhomogeneous Strichartz Estimates	Robert Taggart	University of New South Wales	PDE's and Analysis	Strichartz estimates are spacetime estim ... [Full Details]
Roberto Conti	Five tunes on Cuntz algebras	Roberto Conti	University of Newcastle	Noncommutative Geometry and Operator Theory	Cuntz algebras are well-known examples o ... [Full Details]
Roger Sidje	Computation of the Mittag-Leffer matrix function arising in fractional differential equations	Roger Sidje	University of Queensland	Computational Mathematics	Although not as commonly encountered as ... [Full Details]
Ronald Begg, Graeme Wake	Results on the eigenvalues of some nonlocal differential equations	Ronald Begg	Massey University	General	We examine the following nonlocal differ ... [Full Details]
Rongmin Lu	The $\hat{\Gamma}$-genus and equivariant cohomology of the free loop space	Rongmin Lu	University of Adelaide	Geometry (inc. Topology and Differential Geometry)	In this talk, we shall outline how the $ ... [Full Details]
S. Koike and L. Paunescu	The kissing dimension of subanalytic sets is preserved by a bi-Lipschitz homeomorphism	Laurentiu Paunescu	University of Sydney	Geometry (inc. Topology and Differential Geometry)	Let $A \subset \R^n$ be a set-germ at $0 ... [Full Details]
S. O. Morgan	Reciprocally Invariant Worldline Quantisation	Stuart Morgan	University of Tasmania	Mathematical Physics	In this talk I will present the world-li ... [Full Details]
S. Wang	Power penalty approach to variational inequalities	Song Wang	The University Of Western Australia	Optimisation and Operations Research	In this talk I will present our recent a ... [Full Details]
Sally Kuhlmann	Geodesic Knots in Hyperbolic 3-Manifolds	Sally Kuhlmann	The University of Melbourne	Geometry (inc. Topology and Differential Geometry)	A geodesic in a hyperbolic 3-manifold is ... [Full Details]
Scott H. Murray	Algorithmic recognition of Lie algebras	Scott H. Murray	University of Sydney	Algebra and Combinatorics	I describe new methods for determining t ... [Full Details]
Sergei Kuzenko	Supersymmetry and Hyperkaehler Geometry: New Results	Sergei Kuzenko	The University Of Western Australia	Mathematical Physics	There exist deep connections between sup ... [Full Details]
Shona Yu, Stewart Wilcox	The Cyclotomic Birman-Murakami-Wenzl Algebras	Shona Yu	University of Sydney	Algebra and Combinatorics	The Birman-Murakami-Wenzl (BMW) algebras ... [Full Details]
Simon Tyler	Supersymmetric effective actions and self-duality	Simon Tyler	The University Of Western Australia	Mathematical Physics	In this talk I will provide a quick revi ... [Full Details]
Stephen Wright	Mathematical Foundations of Numerical Optimization	Stephen Wright	University of Wisconsin-Madison	Invited Plenary Address	Numerical optimization is finding an eve ... [Full Details]
Stephen Wright	Mathematics and Cancer Treatment	Stephen Wright	University of Wisconsin-Madison	Teachers Afternoon	Many types of cancer can be treated succ ... [Full Details]
Susan R Wilson	Mathematical and Statistical Challenges in Bioinformatics	Susan R Wilson	Australian National University	Probability and Statistics	Bioinformation science brings together e ... [Full Details]
Tegan Morrison	Tronqu\'ee Solutions of Higher Order Painlev\'e Equations	Tegan Morrison	University of Sydney	Mathematical Physics	The fourth order Jimbo-Miwa second Painl ... [Full Details]
Teresa Bates and David Pask	C*-algebras of Labelled graphs	Teresa Bates	University of New South Wales	Noncommutative Geometry and Operator Theory	We discuss the $C^*$-algebras associated ... [Full Details]
Thomas Mollee, Tony Bracken	Properties of Groenewold Operator Eigenvalues	Thomas Mollee	University of Queensland	Mathematical Physics	The formulation of quantum mechanics in ... [Full Details]
Thomas Taimre	State-Dependent Importance Sampling Schemes via Minimum Cross-Entropy	Thomas Taimre	University of Queensland	Probability and Statistics	Estimating the tail probability of a sum ... [Full Details]
Thong Quoc Le Gia and Jens Keiner	Nonuniform Fast Spherical Fourier Transforms and Potential Applications to Solving Scattering Problems	Jens Keiner	University of New South Wales	Computational Mathematics	In this talk, we will survey the nonunif ... [Full Details]
Tim Stokes and Marcel Jackson	Monoids with tests	Tim Stokes	University of Waikato	Algebra and Combinatorics	We consider a simple algebraic structure ... [Full Details]
Toke Meier Carlsen, Sergei Silvestrov	C*-algebras associated to shift spaces and Exel's crossed product	Toke Meier Carlsen	University of Wollongong	Noncommutative Geometry and Operator Theory	We will show how to construct C*-algebra ... [Full Details]
Tomasz Kowalski	Varieties of group relation algebras	Tomasz Kowalski	Australian National University	Algebra and Combinatorics	For any group $G$, its complex algebra $ ... [Full Details]
Tony Chan	Support of Mathematical Sciences at the US NSF	Tony Chan	US National Science Foundation	Invited Plenary Address	The National Science Foundation is by fa ... [Full Details]
Tony Guttmann	MASCOS--The first four years	Tony Guttmann	The University of Melbourne	MASCOS Presents	I will review the challenges and oportun ... [Full Details]
V. Jeyakumar, S. Srisatkunrajah and N. Q. Huy	Kuhn-Tucker Sufficiency for Global Minimum of Multi-Extremal Mathematical Programming Problems	Sivakolundu Srisatkunarajah	University of New South Wales	Optimisation and Operations Research	The Kuhn-Tucker Sufficiency Theorem stat ... [Full Details]
Van Minh Nguyen	Skew Representaions of Hecke Algebras of type A	Van Minh Nguyen	University of Sydney	Algebra and Combinatorics	This talk is about the representation th ... [Full Details]
Venta Terauds	Extrapolation of well-bounded operators and the BV functional calculus	Venta Terauds	University of Newcastle	Noncommutative Geometry and Operator Theory	A well-bounded operator on a Banach spac ... [Full Details]
Vladimir Ejov, Jerzy Filar, Walter Murray and Giang Nguyen	Determinants and Longest Cycles of Graphs	Giang Thu Nguyen	University of South Australia	Optimisation and Operations Research	We consider the Hamiltonian cycle proble ... [Full Details]
Vyacheslav M. Abramov	Optimal control of a large dam, taking into account the water costs	Vyacheslav Abramov	Monash University	Probability and Statistics	Consider a large dam model, which is cha ... [Full Details]
Wojciech Szymanski	Noncommutative Geometry approach to principal and associated bundles	Wojciech Szymanski	University of Newcastle	Noncommutative Geometry and Operator Theory	We discuss some basic topological concep ... [Full Details]
Xin Liu, Yao-zhong Zhang, Wen-li Yang, Yi-shi Duan	Inner Geometric Structures of Gauge Fields and Topological Excitations	Xin Liu	University of Queensland	Mathematical Physics	It is known that for a principal bundle ... [Full Details]
Y. Nikolayevsky	Nilradicals of Einstein Solvmanifolds	Yuri Nikolayevsky	La Trobe University	Geometry (inc. Topology and Differential Geometry)	We study noncompact homogeneous spaces a ... [Full Details]
Yanqun Liu	A global solution method for a class of optimization problems with disconnected feasible set	Yanqun Liu	Royal Melbourne Institute of Technology	Optimisation and Operations Research	In this talk, a class of optimization pr ... [Full Details]
Yousef Saad	Solving large scale eigenvalue problems in electronic structure	Yousef Saad	University of Minnesota	Computational Mathematics	Density Functional Theory (DFT) is a ... [Full Details]
Zdravko Botev	Nonparametric Density Estimation via Diffusion Mixing	Zdravko Botev	University of Queensland	Probability and Statistics	We present a novel nonparametric densit ... [Full Details]
Zead Mustafa and Brailey Sims	Some Fixed Point Theory of Mappings on G-Metric Spaces-I	Zead Mustafa	The Hashemite University	Geometry (inc. Topology and Differential Geometry)	In 1992 B. C. Dhage proposed the notion ... [Full Details]