Skip to content

@ultrasphere-dev ultrasphere-dev

All

    Repositories list

    9 repositories

    • hpc-tutorial

      Public
      Compare multiple distributed computation frameworks
      Python
      •
      MIT License
      •0•0•1•9•Updated Oct 27, 2026Oct 27, 2026

    • epsearch

      Public
      Locate exceptional points of an analytic matrix
      Python
      •
      MIT License
      •0•0•1•2•Updated Oct 27, 2026Oct 27, 2026

    • montecarlo-nystrom

      Public
      Monte-Carlo Nystrom method in NumPy / PyTorch
      monte-carlonystromnystrom-method
      monte-carlonystromnystrom-method
      Python
      •
      MIT License
      •0•1•1•2•Updated Oct 27, 2026Oct 27, 2026

    • ultrasphere

      Public
      Vilenkin–Kuznetsov–Smorodinsky polyspherical (hyperspherical) coordinates in NumPy / PyTorch
      hyperspherespherical-coordinatesarray-api
      hyperspherespherical-coordinatesarray-api
      Python
      •
      MIT License
      •0•2•1•3•Updated Oct 27, 2026Oct 27, 2026

    • biem-helmholtz-2d

      Public
      Acoustic scattering from analytic 2D shapes in NumPy / PyTorch (Kress 1991)
      Python
      •
      MIT License
      •0•0•1•4•Updated Oct 27, 2026Oct 27, 2026

    • biem-helmholtz-sphere

      Public
      Acoustic scattering from multiple n-spheres in NumPy / PyTorch
      scatteringhelmholtz-equationlaplace-equation
      scatteringhelmholtz-equationlaplace-equationboundary-element-methodboundary-value-problemboundary-integral-equationboundary-integral-equations
      Python
      •
      MIT License
      •0•1•1•3•Updated Oct 27, 2026Oct 27, 2026

    • ultrasphere-harmonics

      Public
      Hyperspherical harmonics in NumPy / PyTorch
      Python
      •
      MIT License
      •1•1•2•7•Updated Oct 27, 2026Oct 27, 2026

    • ie-circle

      Public
      Solve linear integral equations with singular kernels on circles, optionally with numerical verification
      Python
      •
      MIT License
      •0•0•1•11•Updated Oct 27, 2026Oct 27, 2026

    • pellet

      Public
      Pellet's theorem implemented using python-flint
      Python
      •
      MIT License
      •0•0•1•11•Updated Oct 26, 2026Oct 26, 2026
    ProTip! When viewing an organization's repositories, you can use the props. filter to filter by custom property.