# Differential geometry, geometric algebra etc

TBD. A pragmatic guide to manifold wrangling, whatever your formalism.

Key words: Clifford algebra, differential forms…

TBD.

## Clifford Algebra formalism

Hestenes' school.

Handy texts:

Alan Bromborsky, An introduction to Geometric Algebra and Calculus

Alan Macdonald, Geometric Algebra:

Geometric algebra and its extension to geometric calculus unify, simplify, and generalize vast areas of mathematics that involve geometric ideas, including linear algebra, multivariable calculus, real analysis, complex analysis, and euclidean, noneuclidean, and projective geometry. They provide a unified mathematical language for physics (classical and quantum mechanics, electrodynamics, relativity), the geometrical aspects of computer science (e.g., graphics, robotics, computer vision), and engineering.

## How is tensor?

Baby steps to picking up all the vector space multilinear weirdness I never got around to.

The intersection point of differential geometry and geometric algebra and linear algebra.