⟨Leibniz-Grassmann-Clifford⟩ differential geometric algebra / multivector simplicial complex

Julia package for tensor contractions and related operations

Efficient computations with symmetric and non-symmetric tensors with support for automatic differentiation.

Tensor algebra abstract type interoperability with vector bundle parameter

A Julia module providing the definition of the circle constant Tau (2π)

Computational geometry with affine transformations

A basic geometric algebra library in Julia

2D computational geometry package for Julia (programming language)

Uniform representation and computational geometry on affine subspaces (points, lines, planes, etc.) in Rⁿ

An implementation of Cohen/Diaz y Diaz/Olivier's D4 count