Strengthening the Role of Financial Disclosure in the Governance of Superannuation Funds. This project will provide evidence about the usefulness of superannuation fund financial reports and whether funds are disclosing unbiased measures of their financial position and performance. This evidence will directly assist regulators in their deliberations in reforming accounting standards and other disclosure regulation governing superannuation fund financial reporting. Such reforms are necessary to e ....Strengthening the Role of Financial Disclosure in the Governance of Superannuation Funds. This project will provide evidence about the usefulness of superannuation fund financial reports and whether funds are disclosing unbiased measures of their financial position and performance. This evidence will directly assist regulators in their deliberations in reforming accounting standards and other disclosure regulation governing superannuation fund financial reporting. Such reforms are necessary to ensure that all Australians in superannuation funds have access to relevant, reliable and comparable financial information to facilitate full accountability of superannuation fund trustees and informed decision making by stakeholders, and in turn, enhance the security of superannuation savings and maximise retirement incomes.Read moreRead less
What do boards do? The measurement of board activity, its impact on firm valuation and board responses to the financial crisis. This study examines what corporate boards do using a novel measurement approach. It is expected that this measure will be widely adopted by industry and academia.
Change Detection in Causal Relationships and Measurement of Systemic Risk. Empirical measures of interconnectedness between financial institutions based on tests of Granger causality are currently used in detecting systemic risk. However, researchers need to define periods of calm and stress exogenously in order to implement these tests appropriately. This project aims to develop a new procedure to identify changes in causal relationships and the timing of these changes. The new approach has the ....Change Detection in Causal Relationships and Measurement of Systemic Risk. Empirical measures of interconnectedness between financial institutions based on tests of Granger causality are currently used in detecting systemic risk. However, researchers need to define periods of calm and stress exogenously in order to implement these tests appropriately. This project aims to develop a new procedure to identify changes in causal relationships and the timing of these changes. The new approach has the potential to be a significant improvement in the real-time identification of emerging turmoil in financial markets and provide an improved method for the detection of systemic risk. The new test procedure will be implemented using data for financial and non-financial institutions across Europe, the US and Australia.Read moreRead less
Mathematical modelling can provide vital information on the effectiveness and practical implementation of microbicides and vaccines against HIV. This project will produce mathematical models of the earliest stages of HIV infection suitable for investigation of the implementation of vaccines and microbicides. It will provide a framework to investigate why these interventions have performed poorly to date, and how these may be better implemented.
A geometric theory for travelling waves in advection-reaction-diffusion models. Cell migration patterns often develop distinct sharp interfaces between identifiably different cell populations within a tissue. This research will develop new geometric methods for the mathematical analysis of cell migration models, and will design diagnostic tools to identify key parameters that cause and control these patterns and interfaces.
Discovery Early Career Researcher Award - Grant ID: DE180101098
Funder
Australian Research Council
Funding Amount
$374,200.00
Summary
New mathematical theory for fluid motion on surfaces with holes. This project aims to develop new explicit mathematical results to enhance the understanding of potential theory – a fundamental area of mathematics - on surfaces with complicating geometrical properties. There are very few such fundamental results on complicated curved surfaces, such as those with holes. This project should provide a toolbox for solving many different mathematical problems on curved surfaces. The new results should ....New mathematical theory for fluid motion on surfaces with holes. This project aims to develop new explicit mathematical results to enhance the understanding of potential theory – a fundamental area of mathematics - on surfaces with complicating geometrical properties. There are very few such fundamental results on complicated curved surfaces, such as those with holes. This project should provide a toolbox for solving many different mathematical problems on curved surfaces. The new results should also have application to the analysis of fluid flows over porous media and practical engineering structures.Read moreRead less
Elliptic special functions. Although elliptic functions and special functions are both classical areas of mathematics, the field of elliptic special functions was only established in the last two decades. It combines ideas from analysis, modular forms and statistical mechanics to tackle problems in number theory (elliptic curves), algebra (elliptic quantum groups), mathematical physics (Seiberg duality) and more. This project aims to settle two important problems in the field of elliptic special ....Elliptic special functions. Although elliptic functions and special functions are both classical areas of mathematics, the field of elliptic special functions was only established in the last two decades. It combines ideas from analysis, modular forms and statistical mechanics to tackle problems in number theory (elliptic curves), algebra (elliptic quantum groups), mathematical physics (Seiberg duality) and more. This project aims to settle two important problems in the field of elliptic special functions: the resolution of Boyd's conjectures concerning Mahler measures and L-values of elliptic curves, and the construction of an Askey-Wilson-Koorwinder theory of elliptic biorthogonal functions for the A-type root system.Read moreRead less
Social and geographical location and its impact on mathematics teaching and learning. Too many students from poor urban backgrounds or from rural communities are at risk of underperforming in school mathematics. This project identifies the critical factors that contribute to this failure and seeks to develop improved practices to enable greater access to school mathematics.
Algorithmic engineering and complexity analysis of protocols for consensus. Opinions, rankings, observations, votes, gene sequences, sensor-networks in security systems or climate models. Massive datasets and the ability to share information at unprecedented speeds, makes finding the most central representative, the Consensus Problem, extremely complex. This research delivers new insights and new, efficient algorithms.
Numeracy, Youth and Employment: A study of numeracy demands in contemporary workplaces in regional Queensland. In contemporary workplaces, the numeracy demands are varied, yet little is known about their form or skill requirements. In order for schools and other agencies to better prepare Australian youth for the demands of contemporary work, a clearer understanding of the intersection of numeracy and work is needed. This project seeks to identify the numeracy demands across a range of industr ....Numeracy, Youth and Employment: A study of numeracy demands in contemporary workplaces in regional Queensland. In contemporary workplaces, the numeracy demands are varied, yet little is known about their form or skill requirements. In order for schools and other agencies to better prepare Australian youth for the demands of contemporary work, a clearer understanding of the intersection of numeracy and work is needed. This project seeks to identify the numeracy demands across a range of industries in the Gold Coast region of Queensland. As well as examining the types of numeracy demands, the project identifies some of the best ways in which numeracy skills can be improved to meet the demands across those industries.Read moreRead less