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Past Conference 75 attendees

2025 QANZIAM Conference

Held on 3 June 2025 at Queensland University of Technology, Gardens Point campus.

Date
3 June 2025
Venue
QUT Gardens Point
Attendees
75

We had a very successful day with 75 attendees in total, most of whom were HDR students presenting their research work. We thank all presenters and attendees, including keynote speakers Professor Emma McBryde and Dr Nadiah Kristensen, and the organisers below.

A very big thank you to ANZIAM for funding the 2025 QANZIAM conference, which enabled us to run the conference without a registration fee. We also thank Queensland University of Technology for hosting and donating the use of the rooms.

Organisers

Zachary Wegert

Zachary Wegert

QUT

QANZIAM Treasurer

  • Conference booklet
  • Organised parallel sessions
  • Welcome desk
  • Catering help
  • Organising committee
Shahak Kuba

Shahak Kuba

QUT

QANZIAM Ordinary Member

  • Catering order
  • Organising catering on the day
  • Groceries, transporting of coffee urns
  • Finding and inviting keynote speakers
Llewyn Randall

Llewyn Randall

Griffith University

  • Learning about conference organising in preparation for next year
  • Helping with planning
David Harman

David Harman

Griffith University

QANZIAM Chair

  • Room booking
  • Finding and inviting judges for student prizes
  • Organising committee
David Warne

David Warne

QUT

  • Finding and inviting keynote speakers
  • Organising committee
Patrick Grant

Patrick Grant

QUT

QANZIAM Ordinary Member

  • Organising committee
Alexander Johnston

Alexander Johnston

QUT

QANZIAM Ordinary Member

  • Organising committee
Dietmar Oelz

Dietmar Oelz

University of Queensland

QANZIAM Ordinary Member

  • Organising committee

Schedule

Three parallel sessions ran throughout the day. Scroll horizontally on mobile to see all sessions.

Time GP-S-310 (Room 310) GP-S-308 (Room 308) GP-S-309 (Room 309)
08:30 – 09:00 Registration
09:00 – 09:20 Welcome – Conference officially opened by Professor Anthony P Roberts, Head of School of Mathematical Sciences, QUT
09:20 – 09:30 Break to move to parallel sessions
Chair: Tim Moroney Chair: Zachary J Wegert Chair: Scott McCue
09:30 – 09:50 Connor Mallon
Topology Optimisation of Piezoresistive materials
Stephen Sanderson
Prediction of nonequilibrium response from equilibrium dynamics
Haoyu Wang
Contraction into disjoint clusters in an active gel model for actomyosin networks
09:50 – 10:10 Nina Rynne
Optimal Control Modelling of Carbon Abatement Strategies
Luke Filippini
Analysis of transition probabilities for stochastic models of anisotropic diffusion
Jordan Holdorf
A Spatio-Temporal Framework for Financially Viable Restoration Under Climate Uncertainty
10:10 – 10:30 Llewyn Randall
Amphitheatre gully erosion modelled with coupled hydrology and sediment transport
Obi Carwood
Mathematical Modelling of Drug Release from Functionally-Graded-Delivery Systems
Grace Burtenshaw
Extreme Value Modelling and Risk Assessment of a Non-Stationary Timeseries
10:30 – 11:00 Morning Tea
Chair: Pascal Buenzli Chair: David Warne Chair: Hilary Hunt
11:00 – 11:20 Shahak Kuba
Bones, why is their growth so wacky?
S M Erfanul Kabir Chowdhury
A sub-diffusive approach to diffusion MRI in white matter
Sarah Vollert
Calibrating ecosystem models when data is scarce
11:20 – 11:40 Mason Lacy
Importance of spatial arrangement and growth factor secretion for T cell expansion
Sishou Zhou
Improving sub-diffusion dMRI model parameter estimation using PINNs
Sithara Wijekoon
Missing Data Imputation Based on Conditional Sampling from Vine Copulas
11:40 – 11:50 Break to move to keynote
11:50 – 12:40 KeynoteEmma McBryde – Modelling infectious diseases to inform policy and clinical trials
12:40 – 13:40 Lunch
Chair: Jessica Crawshaw
13:40 – 14:30 KeynoteNadiah Kristensen – The evolution of human cooperation: homophily, non-additive benefits, and higher-order relatedness
14:30 – 14:40 Break to move to parallel sessions
Chair: Shahak Kuba Chair: Patrick Grant Chair: Stephen Sanderson
14:40 – 15:00 Riley Whebell
Image-based homogenisation for a multiscale model of sugarcane bagasse pretreatment
Jonathan Wilton
Robust Loss Functions for Training Decision Tree Classifiers with Noisy Labels
Eliza Domann
Parameter identifiability in a complex dynamic model of climate change effects on algal blooms
15:00 – 15:20 Mitchell Griggs
Simulating Higher-Order Solutions for Stochastic Equations with Indivisible Delays
Hao Zhou
Data-Driven Neural Network Methods for Portfolio Diversification
Dasuni Amanda Salpadoru
Parameter estimation and identifiability analysis of bistable ecosystem
15:20 – 15:50 Afternoon Tea
Chair: Shahak Kuba Chair: Riley Whebell Chair: Llewyn Randall
15:50 – 16:10 Ryan Kelly
Misspecification-robust methods for SBI
Chang Chen
Optimal Asset Allocation with Quadratic Variation as a Risk Measure
Jamintha Samarakoon
Adaptive Simulated Annealing for Autonomous Labour Market Delimitation
16:10 – 16:30 Patrick Grant
Modelling Moisture Migration and Swelling in Engineered Wood Products
Anuradha Dewage
Using Explainable AI for Conservation Decision Making
Adel Mehrpooya
A simple model of osteocyte network control in bone mechanical adaptation
16:30 – 16:50 Renee Oldfield
Average entropy for random Blaschke products
Alistair Falconer
De novo pattern formation in hydra spheroids
Joshua Peters
Jumping for diffusion in random metastable systems
16:50 – 17:10 Close of conference

Invited Speakers

Emma McBryde
Keynote

Modelling infectious diseases to inform policy and clinical trials

Emma McBryde

Collaborators: Michael Meehan, Claire Brereton, Alec Henderson

University of Queensland

Infectious diseases continue to be a scourge on the world. COVID-19 reminded us of the profound impact infections have had on humanity. Tuberculosis continues to kill over 1 million people per year. In this talk I will describe a number of projects that illustrate the current mathematical and statistical methods used at the interface of data analysis, simulation and public health action.

Nadiah Kristensen
Keynote

The evolution of human cooperation: homophily, non-additive benefits, and higher-order relatedness

Nadiah Kristensen

Collaborators: Hisashi Ohtsuki, Ryan Chisholm

Queensland University of Technology

We humans are intrinsically moral beings driven towards pro-social and cooperative behaviour, a characteristic that seems to contradict the selfishness implied by a Darwinian "survival of the fittest" perspective. This apparent paradox raises fundamental questions: how do people cooperate, and how did cooperation first arise? In this talk, I examine two key factors that may explain the evolution of cooperation: homophily and non-additive benefits. Homophily is the tendency to form groups with similar others, and it was likely a significant factor promoting cooperative behaviour in our early hominin ancestors. Simultaneously, cooperation can be sustained in situations where the benefit from many cooperators working together differs from the additive sum they would have accrued working individually. However, significant mathematical challenges emerge when combining these factors -- understanding interactions among related individuals in games with non-additive benefits. I will first introduce these problems and explain how they have been solved in simpler cases, then progressively address the more complex scenarios. The talk will introduce higher-order relatedness concepts as analytical tools, and explore case studies that may illuminate how we evolved into the exceptionally cooperative and successful species we are today.

Bio: Nadiah Kristensen is a postdoctoral fellow in the School of Mathematical Sciences at QUT. Her academic journey has taken her through universities in Singapore, Switzerland, Japan, and Sweden, where she has worked on theoretical models in evolution and ecology. Her interests include macro-ecology, population dynamics, eco-evolutionary models (adaptive dynamics), and most recently, evolutionary game theory.

Talk Abstracts

All abstracts in alphabetical order by first name. Click to expand.

Adel Mehrpooya A simple model of osteocyte network control in bone mechanical adaptation

Supervisors/Collaborators: Dr. Pascal Buenzli, Dr. Vivien Challis, Dr. Nathalie Bock • QUT

Mechanical stimulation of bone tissue significantly influences signal transmission within the osteocyte network and at the bone surface, thereby driving processes of bone adaptation and remodeling. Accurate understanding and quantifying of this mechanism, governed by the reaction-diffusion of signals across the osteocyte network, are crucial for investigating the role of mechanical forces in cellular responses and regulation of bone formation and resorption. This paper extends a deterministic random walk model, originally designed for reaction-diffusion in a 1D network with fixed boundaries, to a dynamic 1D osteocyte network coupled with mechanical adaptation. By quantifying flux at the network boundaries, we examine the osteoblast and osteoclast responses to mechanical loading. Simulation results show that a model simulating bone remodeling as a gradual process better captures the slower, time-dependent behavior of osteoblasts and osteoclasts, compared to rapid remodeling models.

Alistair Falconer De novo pattern formation in hydra spheroids

Collaborator: Dietmar Oelz • UQ

Hydra is a freshwater organism with remarkable regenerative capacity -- after injuries such as amputation, bisection or even disassociation at the cellular level a hydra is capable of regenerating to a functional organism within days. A feature of this regeneration is that the tissue will self-assemble into a homogeneous sphere, which then polarises along a body axis after undergoing mechanical stimulation. In this talk we present a simulation study exploring our mechano-chemical model, wherein the surface on which the pattern forms plays a dynamic role in the process.

Anuradha Dewage Using Explainable AI for Conservation Decision Making

Supervisors: Dr David Warne, Assoc Prof Helen Thompson, Dr Julie Vercelloni • QUT

Machine learning is increasingly being used in species distribution models to improve predictive accuracy, yet its lack of explainability remains a key challenge for ecological applications. Using SHAP, we demonstrate the inconsistencies of different machine learning techniques in terms of their local and global explainability. We aim to develop a framework for identifying differences across explainability of machine learning models, which can be particularly beneficial in conservation decision making.

Chang Chen Optimal Asset Allocation with Quadratic Variation as a Risk Measure

Supervisor: Duy-Minh Dang • UQ

We determine the optimal decumulation strategy for defined contribution pension plans, with an Annually Recalculated Virtual Annuity spending rule. Our objective is to maximize expected total withdrawals and minimize quadratic variation, providing investors with better control over risk throughout the investment horizon. We propose a data-driven Neural Network approach to determine the optimal allocation, incorporating realistic constraints such as no leverage and discrete rebalancing.

Connor Mallon Topology Optimisation of Piezoresistive materials

Collaborators: Zachary Wegert, Vivien Challis • QUT

We perform topology optimisation of self-sensing grippers. This work introduces, for the first time, an objective term for recoverability into the topology optimisation formulation for compliant mechanisms. We consider a coupled structural and electrical multiphysics model and adopt a level-set topology optimisation approach that is particularly well-suited to the given problem by exploiting bespoke machinery developed in the Julia software package GridapTopOpt.

Dasuni Amanda Salpadoru Parameter estimation and identifiability analysis of bistable ecosystem

Supervisors: Dr David Warne, Dr Matthew Adams, Assoc Prof Kate Helmstedt • QUT

We use a profile likelihood approach, which is well-suited for assessing parameter identifiability by quantifying uncertainty and detecting potential non-identifiability issues. This method is applied to estimate parameters and analyse the practical identifiability of key parameters and critical thresholds for the Carpenter Lake eutrophication model in a range of different monitoring scenarios.

Eliza Domann Parameter identifiability in a complex dynamic model of climate change effects on algal blooms

Supervisors: Dr Matthew Adams, Prof Chris Drovandi, Dr Gloria M. Monsalve-Bravo (UQ) • QUT

Microcystis blooms pose a myriad of risks to human and animal health, and the environment. A group of ecologists have been developing a mathematical model to describe the dynamic changes in the growth of Microcystis. Although further research has been undertaken, in-depth global or semi-global sensitivity analysis has yet to be performed. Conducting a sensitivity analysis could provide deeper insights into parameter relationships and identify gaps in the current data.

Grace Burtenshaw Extreme Value Modelling and Risk Assessment of a Non-Stationary Timeseries

Supervisors: Dr Meagan Carney, Dr Joe Lane • UQ

As the Australian energy market increases its circulation of renewable energy, extreme weather events increasingly disrupt supply. My project aims to develop a statistical tool using classical extreme value modelling techniques to provide the means for improved forecasting and estimations of extremes in a non-stationary setting.

Hao Zhou Data-Driven Neural Network Methods for Portfolio Diversification

Supervisor: Dr. Duy-Minh Dang • UQ

This talk explores the application of a data-driven neural network approach for international diversification of investment portfolios, particularly for Australian investors. We consider a portfolio construction that includes stock and bond indices from both Australian and American markets, optimizing diversified rebalancing strategies to identify the most effective asset allocation.

Haoyu Wang Contraction into disjoint clusters in an active gel model for actomyosin networks

Collaborator: Dietmar Oelz • UQ

We demonstrate that a minimal mathematical model for viscous active gels explains the formation of disjoint clusters such as those observed during the contraction of reconstituted actomyosin networks. In d dimensions, we obtain closed-form expressions for the gel density profiles of cluster solutions which vanish outside intervals of finite length.

Jamintha Samarakoon Adaptive Simulated Annealing for Autonomous Labour Market Delimitation

Supervisors: A/Prof Gentry White, A/Prof Helen Thompson • QUT

We developed the Adaptive Simulated Annealing for Autonomous Labour Market Delimitation (AdSA-ALMD) algorithm. This method preserves labour market boundaries by reducing variance in solutions, minimising misallocations, and dynamically identifying suitable threshold values. Results demonstrate that AdSA-ALMD outperforms existing methods in terms of consistency and reducing misallocations.

Jonathan Wilton Robust Loss Functions for Training Decision Tree Classifiers with Noisy Labels

Supervisors: Dr Nan Ye, Dr Miao Xu, Dr Abigail Koay • UQ

We found that common robust loss functions for classification are generally ineffective when used with decision trees, as they often result in overly aggressive early stopping and underfitting. To address this limitation, we introduce a novel loss function -- the negative exponential loss -- designed to mitigate underfitting while preserving robustness against noisy labels.

Jordan Holdorf A Spatio-Temporal Framework for Financially Viable Restoration Under Climate Uncertainty

Supervisors: Melanie Roberts, Ivan Diaz-Rainey, Chris Brown • Griffith University

We extend a temporal optimisation framework to a spatio-temporal setting, incorporating site-specific factors including restoration costs, carbon sequestration rates, and exposure to stochastic climate events. Results show that accounting for spatial heterogeneity and climate uncertainty can shift restoration priorities, alter adaptive strategies over time, and ultimately influence projects' financial and environmental viability.

Joshua Peters Jumping for diffusion in random metastable systems

UQ

This work investigates fluctuations in a class of random dynamical systems, arising from randomly perturbing a piecewise smooth expanding interval map with more than one invariant subinterval. We show that the distributions of jumps of a time-homogeneous Markov chain approximate the distributions of jumps for random metastable systems.

Llewyn Randall Amphitheatre gully erosion modelled with coupled hydrology and sediment transport

Supervisors: Dr Melanie Roberts, Dr Nathan Garland, Dr Brendan Roddy • Griffith University

Gully erosion is a major source of sediment pollution in coastal ecosystems like the Great Barrier Reef. I present a new event-based model that couples conservative hydrology, sediment transport, and changes in gully geometry equations, with insight into the profiling of sediment sources and sinks in large gullies.

Luke Filippini Analysis of transition probabilities for stochastic models of anisotropic diffusion

Supervisors: Dr Elliot Carr, Dr Adrianne Jenner • QUT

We discuss methods for deriving and obtaining transition probabilities for on-lattice stochastic models of anisotropic particle diffusion, motivated by potential applications to neurological diseases and disorders. We derive transition probabilities from a finite volume discretisation of the diffusion equation on a rectangular lattice and two hexagonal lattice configurations.

Mason Lacy Importance of spatial arrangement and growth factor secretion for T cell expansion

Supervisors: Dr Adrianne Jenner, A/Prof Pascal Buenzli • QUT

A stochastic agent-based model is used to model T cell expansion in micro-rod scaffolds. The model includes activation and expansion of T cells through interactions between T cells and micro-rods and reproduces key features observed in laboratory experiments. These models are used to inform alterations to micro-rods that will likely improve the speed and efficiency of T cell expansion for adoptive cell therapy.

Mitchell Griggs Simulating Higher-Order Solutions for Stochastic Equations with Indivisible Delays

Supervisors: Pamela Burrage, Kevin Burrage • QUT

The Milstein scheme becomes significantly more complicated when indivisible delays are included, and a simulation method for this is not yet known. In this talk, I will explain the cause of this complication, as well as present my simulation technique.

Nina Rynne Optimal Control Modelling of Carbon Abatement Strategies

Supervisors: Ryan Heneghan, Melanie Roberts, Michael Bode • Griffith University

This talk presents a novel optimal control framework for analysing the interaction between emissions reduction and carbon dioxide removal strategies in climate mitigation. Our approach employs Pontryagin's maximum principle to establish a rigorous mathematical foundation for determining optimal intervention sequences.

Obi Carwood Mathematical Modelling of Drug Release from Functionally-Graded-Delivery Systems

Supervisors: Drs Elliot Carr and David Warne • QUT

We consider radially symmetric geometries that utilise functionally-graded-materials such that our model's diffusivity and reaction-rate parameters are spatially varying. We develop closed-form semi-analytical expressions that solve the total fraction of drug released, yielding release profiles for each geometry dimension and coating type.

Patrick Grant Modelling Moisture Migration and Swelling in Engineered Wood Products

Supervisors: Ian Turner, Steven Psaltis, Maryam Shirmohammadi • QUT

We focus on cross laminated timber EWPs. Timber swells as it takes on moisture, which can cause internal stresses. In an EWP, moisture migration can induce a shear stress along the glue line, particularly if one board is wet and swelling while the other remains dry, potentially resulting in delamination -- a severe structural failure.

Renee Oldfield Average entropy for random Blaschke products

Supervisor: Cecilia Gonzalez-Tokman • UQ

We consider the measure theoretic entropy of random Blaschke products, and show that the average entropy for a family of expanding on average random Blaschke products can be obtained from the derivative of the maps.

Riley Whebell Image-based homogenisation for a multiscale model of sugarcane bagasse pretreatment

Collaborators: Ian Turner, Elliot Carr • QUT

We use microCT imaging to reveal bagasse microstructures in 3D and compute effective material properties throughout the particle. We also propose a spectral clustering strategy to group similar regions together, showing the clustering separates visibly distinct regions and that the error incurred is small.

Ryan Kelly Misspecification-robust methods for SBI

Supervisors: Chris Drovandi, David Warne • QUT

I present recent work on developing approaches that are robust to misspecification in simulation-based inference, drawing on ideas from approximate Bayesian computation and generalised Bayesian inference, specifically focusing on robust summaries, the choice of a robust loss function, and error modelling.

S M Erfanul Kabir Chowdhury A sub-diffusive approach to diffusion MRI in white matter

Supervisors: Dr. Qianqian Yang, Dr. Timothy Moroney, Dr. Adrianne Jenner • QUT

We propose a novel sub-diffusive difference model based on a fractional-order mathematical framework to characterize the microstructure of white matter. The model incorporates both two- and three-compartment axon configurations, enabling effective separation of the extra-cellular space signal from intra-cellular contributions.

Sarah Vollert Calibrating ecosystem models when data is scarce

Supervisors: Chris Drovandi, Cailan Jeynes-Smith, Luz Pascal, Matthew Adams • QUT

We develop a Bayesian framework for calibrating ecosystem models to any known non-empirical features of the species populations -- such as limits to population sizes and rates of change, known responses to conservation, or theoretical properties such as stable coexistence. We demonstrate that where ecological datasets are limited, non-empirical knowledge can supplement data, leading to better ecosystem models and predictions.

Shahak Kuba Bones, why is their growth so wacky?

Supervisors: Pascal R. Buenzli, Matthew J. Simpson • QUT

We present a stochastic, cell-based mathematical model of osteoblast forming new bone tissue to explore how the rate and pattern of bone tissue growth depends on osteoblast cell-cell mechanical interactions and the stochastic embedment of osteoblasts into newly formed bone tissue. Our model effectively replicates two key phenomena: the smoothing of resorption cavities and the slowdown of new tissue deposition.

Sishou Zhou Improving sub-diffusion dMRI model parameter estimation using PINNs

Supervisors: Qianqian Yang, Timothy Moroney, David Warne • QUT

We present a novel PINN framework to enhance the accuracy and efficiency of parameter estimation in the sub-diffusion model for dMRI data, leading to more precise parameter maps of the brain.

Sithara Wijekoon Missing Data Imputation Based on Conditional Sampling from Vine Copulas

Supervisors: A/Prof. Gentry White, Edwin Lu, A/Prof. Helen Thompson • QUT

We propose an imputation method using C-vines and D-vines that preserves dependencies among continuous variables and specifically addresses non-monotone missing patterns. Results show that our approach outperforms comparative methods, including predictive mean matching and other copula-based imputation methods.

Stephen Sanderson Prediction of nonequilibrium response from equilibrium dynamics

Collaborators: Caius Robertson, Debra J. Bernhardt • UQ

This presentation shows examples of how response theory can be used to predict the entire linear response regime of a nonequilibrium system using only equilibrium simulations, thereby avoiding the need for multiple nonequilibrium simulations under different field strengths.