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Australian State/Territory : VIC
Research Topic : Faecal analysis
Scheme : Australian Laureate Fellowships
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  • Funded Activity

    Australian Laureate Fellowships - Grant ID: FL130100039

    Funder
    Australian Research Council
    Funding Amount
    $2,750,000.00
    Summary
    New stochastic models for Science, Economics, Social Science and Engineering. Stochastic, or random, phenomena abound in society. This project will combine advancement of the theory of stochastic models at a deep level with application to problems arising in science, economics, social science and engineering, and outreach to educate members of the public about random processes of significance in their lives.
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    Active Funded Activity

    Australian Laureate Fellowships - Grant ID: FL200100141

    Funder
    Australian Research Council
    Funding Amount
    $3,077,547.00
    Summary
    Real groups and the Langlands program. This program aims to address deep longstanding questions about real groups, algebraic objects which describe the basic symmetries occurring in nature. The study of these basic symmetries is central in all areas of mathematics and they come up in many applications. The expected outcomes include solving a central 50 year old problem of unitarity as well as making major progress in the Langlands program, a grand unification scheme of mathematics. The benefits .... Real groups and the Langlands program. This program aims to address deep longstanding questions about real groups, algebraic objects which describe the basic symmetries occurring in nature. The study of these basic symmetries is central in all areas of mathematics and they come up in many applications. The expected outcomes include solving a central 50 year old problem of unitarity as well as making major progress in the Langlands program, a grand unification scheme of mathematics. The benefits include raising Australia's international research profile, building a large network of international collaboration with top institutions in the world, and increasing capacity in number theory and algebraic geometry, which are playing an ever more important role in technology.
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