Methods for computational information geometry
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Updated
Aug 8, 2024 - Julia
Methods for computational information geometry
Geographic Tools as Coordinates, Kinematics and Geodesic utilities for Map Projection.
Repository for the EinsteinPy core package 🚀
Riemannian geometry in JAX
This mathematica code numerically solves the Hamilton and geodesic equations in Slowly-rotating Kerr
Compute vincenty distance in Swift
Compute distances in Swift
This project involves the use of classical neural networks for the computation of a differential equation, the geodesic equation for a neutral particle in a massless Reissner-Nordstrom spacetime.
A performance-portable geodesic ray tracing library.
Easily integrate the geodesics equation using automatic differentiation.
Code accompanying the paper "Single-Shot Cuboids: Geodesics-based End-to-end Manhattan Aligned Layout Estimation from Spherical Panoramas".
Swift implementation for solving spherical triangles
Using cython instead of PyBind11 generated by Binder. Rather straightforward. I am giving up on Binder to generate the library for Windows. This attempt is to create PXD files and use autowrap to generate the PYX files. Looks promising so far.
Ray tracing of a Schwarzschild black hole written entirely in TensorFlow.
C++ implementation of the nonrigid descriptor Geobit presented at ICCV 2019 "GEOBIT: A Geodesic-Based Binary Descriptor Invariant to Non-Rigid Deformations for RGB-D Images"
python wrapper for calculating geodesics on meshes with the fast marching algorithm
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