⟨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 setup

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

Computational geometry with affine transformations

2D computational geometry package for Julia (programming language)

A basic geometric algebra library in Julia

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