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Field of Research : Stochastic Analysis And Modelling
Field of Research : Mathematical Economics
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  • Funded Activity

    Discovery Projects - Grant ID: DP0557625

    Funder
    Australian Research Council
    Funding Amount
    $212,468.00
    Summary
    A Principled Approach to Computer Simulation of Dynamic General Equilibrium Macroeconomic Models. In the last two decades a new generation of computer-intensive modeling techniques has risen to prominence in macroeconomics. These methods have broad policy applications, from public finance and reserve bank operation to analysis of long-run productivity growth, taxation reform, unemployment, international trade policy and natural resource conservation. The size and complexity of these model .... A Principled Approach to Computer Simulation of Dynamic General Equilibrium Macroeconomic Models. In the last two decades a new generation of computer-intensive modeling techniques has risen to prominence in macroeconomics. These methods have broad policy applications, from public finance and reserve bank operation to analysis of long-run productivity growth, taxation reform, unemployment, international trade policy and natural resource conservation. The size and complexity of these models means that even computer-based techniques will rely for the foreseeable future on efficient program design to solve them. The project will construct a comprehensive set of solution techniques and software for this class of macroeconomic models, including detailed mathematical analysis on accuracy of model output.
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    Funded Activity

    Linkage Projects - Grant ID: LP0453787

    Funder
    Australian Research Council
    Funding Amount
    $85,668.00
    Summary
    New models and valuation methods for portfolio credit derivatives. Portfolio credit derivatives provide a mechanism to simultaneously transfer credit exposures to a large number of counterparties within a single transaction. However, no generally accepted valuation model for such credit portfolios is currently available. This project aims to develop new mathematically-based technologies to allow institutions such as Westpac (the Industry Partner) to optimally manage their credit exposures. The o .... New models and valuation methods for portfolio credit derivatives. Portfolio credit derivatives provide a mechanism to simultaneously transfer credit exposures to a large number of counterparties within a single transaction. However, no generally accepted valuation model for such credit portfolios is currently available. This project aims to develop new mathematically-based technologies to allow institutions such as Westpac (the Industry Partner) to optimally manage their credit exposures. The outcome will be a class of superior models and operational risk management tools that will ensure the value and risks of these transactions are properly understood and accurately quantified. These models will enhance both the knowledge base of the industry and academic scholarship.
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    Funded Activity

    Discovery Projects - Grant ID: DP0558539

    Funder
    Australian Research Council
    Funding Amount
    $253,000.00
    Summary
    Market Model of Implied Volatility. The outcomes of the project will constitute a new methodology with a wide range of tools to handle the market uncertainties with practical applications in the finance industry. Consequently, the benefits of this project to the nation include enhancing its scientific standing in the international community, the training of Australian researchers in forefront methods of modelling of complex stochastic systems and the benefits resulting from its commercially rele .... Market Model of Implied Volatility. The outcomes of the project will constitute a new methodology with a wide range of tools to handle the market uncertainties with practical applications in the finance industry. Consequently, the benefits of this project to the nation include enhancing its scientific standing in the international community, the training of Australian researchers in forefront methods of modelling of complex stochastic systems and the benefits resulting from its commercially relevant elements.
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