RELINQUISHED - Stability conditions on triangulated categories and related aspects of homological mirror symmetry

  • Okada, So (PI)

    Project: Research

    Project Details

    Description

    This research aims to study stability conditions on triangulated categories. These are a modern version of Mumford's stabilities and have a ground in computational aspects of superstring theory. The scope of the proposal includes the study of homological mirror symmetry for Fermat hypersurfaces and certain generating functions associated with stabilities conditions in terms of modular forms or their generalizations such as Ramanujan's mock theta functions. The main part of the proposal is joint project with Professor Maxim Kontsevich at Institut des Hautes Etudes Scientifiques in Bures-sur-Yvette.
    StatusFinished
    Effective start/end date16/09/1017/09/10

    Funding

    • Australian Research Council (ARC): A$86,764.00

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