Skip to content

@SGI-2023 SGI-2023

Change the repository type filter

All

    Repositories list

    12 repositories

    • 3D-Building-Classification

      Public
      Python
      •3•10•0•0•Updated Aug 16, 2024Aug 16, 2024

    • simplifying-meshes-along-frame-fields

      Public
      C++
      •
      MIT License
      •0•5•0•0•Updated Mar 3, 2024Mar 3, 2024

    • magic-physics-illusions

      Public
      Python
      •0•0•0•0•Updated Feb 11, 2024Feb 11, 2024

    • quasimetric-representation

      Public
      Quasimetric Reinforcement Learning (QRL) is a goal reaching RL method via learning a Quasimetrics function. This project aims to probe properties of learned latent spaces, which has a Quasimetrics geometry by manipulating the existing implementation of QRL and run it on grid-world-like environments to analyze the behaviour on other environments.
      Python
      •
      MIT License
      •1•4•0•0•Updated Dec 16, 2023Dec 16, 2023

    • INSR-hybrid

      Public
      Python
      •0•1•0•0•Updated Nov 26, 2023Nov 26, 2023

    • sampling-surfaces

      Public
      This project explores different methods to sample possible surfaces for a given point cloud.
      Jupyter Notebook
      •
      MIT License
      •0•0•0•0•Updated Nov 16, 2023Nov 16, 2023

    • sharp-quadratic-surface

      Public
      C++
      •
      Other
      •6•0•0•0•Updated Sep 20, 2023Sep 20, 2023

    • intrinsic_mollification

      Public
      This project delves into an ingenious approach to ensure favorable triangle shapes in meshes without altering connectivity or employing complex data structures. By incorporating intrinsic mollification, the research showcases how this technique enhances the resilience of mesh processing algorithms, optimizing triangle quality.
      Jupyter Notebook
      •0•3•0•0•Updated Sep 6, 2023Sep 6, 2023

    • Invivo-Exvivo-2023

      Public
      Python
      •1•0•0•1•Updated Aug 19, 2023Aug 19, 2023

    • linkages

      Public
      C++
      •
      Mozilla Public License 2.0
      •1•0•0•0•Updated Aug 18, 2023Aug 18, 2023

    • astronomical-shape-analysis

      Public
      Python
      •0•0•0•0•Updated Aug 17, 2023Aug 17, 2023

    • surface-characterization

      Public
      In this project, we present a discrete surface characterization method based on the extraction of the top k eigenvalues of the Laplace-Beltrami.
      Jupyter Notebook
      •0•0•0•0•Updated Jul 28, 2023Jul 28, 2023