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Field of Research : Metaphysics
Socio-Economic Objective : Other
Research Topic : history
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  • Funded Activity

    Linkage - International - Grant ID: LX0882789

    Funder
    Australian Research Council
    Funding Amount
    $81,373.00
    Summary
    Genealogy and Topology: A Constellational Comparison of Nietzsche and Heidegger. This research is fundamental in character addressing basic questions about the nature and history of philosophy. It will have direct academic benefits in advancing disciplinary knowledge, in enhancing the reputation of Australian philosophy in Germany and internationally, and in promoting contact between Australian and German philosophers, but is also likely to have longer term benefits in furthering our understandi .... Genealogy and Topology: A Constellational Comparison of Nietzsche and Heidegger. This research is fundamental in character addressing basic questions about the nature and history of philosophy. It will have direct academic benefits in advancing disciplinary knowledge, in enhancing the reputation of Australian philosophy in Germany and internationally, and in promoting contact between Australian and German philosophers, but is also likely to have longer term benefits in furthering our understanding of the nature of concepts, and of conceptual creativity.
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    Funded Activity

    Discovery Projects - Grant ID: DP0453126

    Funder
    Australian Research Council
    Funding Amount
    $40,000.00
    Summary
    The Logical Theories of Robert Kilwardby. The project is to produce a monograph on the logical theories of Robert Kilwardby (d. 1279) as they are expounded in his commentary on Aristotle's Prior Analytics, analyzing them from the perspective of modern logic. Kilwardby's commentary - which has not been critically edited, translated, or extensively studied - is remarkable for its fidelity to Aristotle's text, and its innovations in logical theory. This forms part of a larger project jointly with D .... The Logical Theories of Robert Kilwardby. The project is to produce a monograph on the logical theories of Robert Kilwardby (d. 1279) as they are expounded in his commentary on Aristotle's Prior Analytics, analyzing them from the perspective of modern logic. Kilwardby's commentary - which has not been critically edited, translated, or extensively studied - is remarkable for its fidelity to Aristotle's text, and its innovations in logical theory. This forms part of a larger project jointly with Dr Henrik Lagerlund (Uppsala University), to do a critical edition, historical introduction, and English translation of Kilwardby's commentary, together with the present logical analysis.
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    Funded Activity

    Discovery Projects - Grant ID: DP0663145

    Funder
    Australian Research Council
    Funding Amount
    $230,000.00
    Summary
    Aristotle's Categories in the Byzantine, Arabic and Latin Traditions. High quality pure research is of national benefit because it adds to the depth of national culture and because it enhances our national profile overseas. When it involves collaboration with leading scholars at leading international universities, the enhancement is even greater. To understand the great religions that form part of our national identity, and their influence on philosophical thought, is of national benefit because .... Aristotle's Categories in the Byzantine, Arabic and Latin Traditions. High quality pure research is of national benefit because it adds to the depth of national culture and because it enhances our national profile overseas. When it involves collaboration with leading scholars at leading international universities, the enhancement is even greater. To understand the great religions that form part of our national identity, and their influence on philosophical thought, is of national benefit because it helps understand our place in today's world.
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    Funded Activity

    Discovery Projects - Grant ID: DP0774621

    Funder
    Australian Research Council
    Funding Amount
    $135,781.00
    Summary
    Methods of Topology: Boundary, Surface and the Inner/Outer in Kant and Wittgenstein. Ways of 'inclusion' vs. 'exclusion' are of basic and pivotal significance in social and political scenarios, e.g. of establishing identities and conducting intra- and transnational discourses. At the root of these discourses lies a vague and implicit 'metaphysics' of the nature of the 'internal', of distinction and discrimination, fostered by intuitions of alleged privileged access to the 'inner'. The project ha .... Methods of Topology: Boundary, Surface and the Inner/Outer in Kant and Wittgenstein. Ways of 'inclusion' vs. 'exclusion' are of basic and pivotal significance in social and political scenarios, e.g. of establishing identities and conducting intra- and transnational discourses. At the root of these discourses lies a vague and implicit 'metaphysics' of the nature of the 'internal', of distinction and discrimination, fostered by intuitions of alleged privileged access to the 'inner'. The project has direct impact on the de-mystification of these socially central notions, its institutional misapprehensions and cultural implications. The project is a paradigm case of how thorough philosophical analysis can yield concrete results, contributing to an understanding of personal, social and political boundaries and demarcations.
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    Funded Activity

    Discovery Projects - Grant ID: DP0209896

    Funder
    Australian Research Council
    Funding Amount
    $170,086.00
    Summary
    The Role of Naturalism in Ontology and Scientific Methodology. Naturalism is the philosophical doctrine perhaps best described as a respect for the methods of the natural sciences. Although most contemporary philosophers would describe themselves as naturalists, exactly how this important doctrine is spelled out is a matter of much controversy. What is more, many substantial issues in both philosophy of science and in metaphysics depend crucially on how we understand naturalism. This project .... The Role of Naturalism in Ontology and Scientific Methodology. Naturalism is the philosophical doctrine perhaps best described as a respect for the methods of the natural sciences. Although most contemporary philosophers would describe themselves as naturalists, exactly how this important doctrine is spelled out is a matter of much controversy. What is more, many substantial issues in both philosophy of science and in metaphysics depend crucially on how we understand naturalism. This project will investigate the various conceptions of naturalism, looking at both their motivations and their implications for philosophy and scientific and mathematical methodology.
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    Funded Activity

    Discovery Projects - Grant ID: DP0988831

    Funder
    Australian Research Council
    Funding Amount
    $274,000.00
    Summary
    Fundamentality. Australia is a world leader in metaphysical research. This project aims to strengthen the tradition of Australian metaphysics, by studying fundamentality, or the notion of being fundamental. It revives the classical monistic worldview on which we are interdependent and interrelated fragments of a greater whole. It thus connects the philosophical tradition of Plotinus, Spinoza, and Hegel to the physical picture of the cosmos as a single entangled quantum system, and so promises to .... Fundamentality. Australia is a world leader in metaphysical research. This project aims to strengthen the tradition of Australian metaphysics, by studying fundamentality, or the notion of being fundamental. It revives the classical monistic worldview on which we are interdependent and interrelated fragments of a greater whole. It thus connects the philosophical tradition of Plotinus, Spinoza, and Hegel to the physical picture of the cosmos as a single entangled quantum system, and so promises to deepen our understanding of our place in nature—while strengthening Australian leadership in the field.
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    Funded Activity

    Discovery Projects - Grant ID: DP1093316

    Funder
    Australian Research Council
    Funding Amount
    $156,000.00
    Summary
    Causes that make a difference: A philosophical theory of token-causation. Discussions of causation in philosophy and other disciplines raise matters of practical concern: for example, about how to improve causal explanations in economics, how to devise better ways of testing causal hypotheses in medicine, and how to automate procedures for discovering causal relations in agriculture. By clarifying the structure of causal concepts, the project will help in the efforts to address these problems, a .... Causes that make a difference: A philosophical theory of token-causation. Discussions of causation in philosophy and other disciplines raise matters of practical concern: for example, about how to improve causal explanations in economics, how to devise better ways of testing causal hypotheses in medicine, and how to automate procedures for discovering causal relations in agriculture. By clarifying the structure of causal concepts, the project will help in the efforts to address these problems, and so contribute indirectly to the national benefits that will accrue from solving them. A central aim of the project is to train several PhD students, the next generation of researchers, in this important field of enquiry.
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    Funded Activity

    Discovery Projects - Grant ID: DP0769997

    Funder
    Australian Research Council
    Funding Amount
    $110,000.00
    Summary
    Mathematics, the science of real structure: an Australian realist philosophy of mathematics. The project will strengthen the already strong Australian philosophical tradition of realism, extending it into philosophy of mathematics. It will develop a robust alternative to the nominalism, Platonism and idealism that dominate northern-hemisphere philosophizing about mathematics, an alternative that is in tune with how mathematicians really apply mathematics. Australian philosophy will thus be stren .... Mathematics, the science of real structure: an Australian realist philosophy of mathematics. The project will strengthen the already strong Australian philosophical tradition of realism, extending it into philosophy of mathematics. It will develop a robust alternative to the nominalism, Platonism and idealism that dominate northern-hemisphere philosophizing about mathematics, an alternative that is in tune with how mathematicians really apply mathematics. Australian philosophy will thus be strengthened in general, giving it a greater attractiveness to the many overseas visitors and students who already appreciate its unique strengths. The nature of the project will also lead to closer ties and interdisciplinary work between philosophers and mathematicians.
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