8–13 Jun 2025
OAC conference center, Kolymbari, Crete, Greece.
Europe/Athens timezone

Scientific Programme

  • Methods and tools

    Methods and/or software for differentiable programming and/or deep learning, with a particular focus on fully differentiable optimization pipelines.

    We will reserve the right of migrating these contributions to a more suitable track.

  • Applications in Muon Tomography

    Applications of differentiable programming and/or deep learning to muography, or interesting use cases in muography that may profit from a differentiable optimization pipeline.

    We will reserve the right of migrating these contributions to a more suitable track.

  • Applications in Particle Physics

    Applications of differentiable programming and/or deep learning to particle physics, or interesting use cases in particle physics that may profit from a differentiable optimization pipeline.

    This includes both detector and accelerator optimization.

    We will reserve the right of migrating these contributions to a more suitable track.

  • Applications in Astro-HEP and Neutrino Physics

    Applications of differentiable programming and/or deep learning to astrophysics and cosmology, or interesting use cases in astrophysics and cosmology that may profit from a differentiable optimization pipeline.

    We will reserve the right of migrating these contributions to a more suitable track.

  • Applications in Nuclear Physics

    Applications of differentiable programming and/or deep learning to nuclear physics, or interesting use cases in nuclear physics that may profit from a differentiable optimization pipeline.

    This includes applications of nuclear physics to medical physics.

    We will reserve the right of migrating these contributions to a more suitable track.

  • Applications in Medical Physics, and Other Applications

    Applications of differentiable programming and/or deep learning to medical physics that may profit from a differentiable optimization pipeline.

    Also abstracts that are related to the concept of differentiable pipelines for optimization, but that may not fall clearly in any of the other tracks.

    We will reserve the right of migrating these contributions to a more suitable track.