@sudgylacmoe
  @sudgylacmoe
sudgylacmoe | Decomposition of a 3D PGA Bivector @sudgylacmoe | Uploaded September 2024 | Updated October 2024, 4 hours ago.
I've talked before about how non-simple bivectors can be written as the sum of simple commuting bivectors, making calculating exponentials much easier. But what does this mean geometrically? In this short, I show what this looks like in 3D PGA, which is one of the simplest cases where this is important.

Discord: discord.gg/3Zj59zA2Rg

Patreon: patreon.com/sudgylacmoe

Supporters:
David Johnston
Jason Killian
jerrud
Richard Penner
trb
Decomposition of a 3D PGA BivectorFinding the Area of Arbitrary Polygons With Geometric AlgebraTwo-Dimensional Lines Are Three-Dimensional - From Zero to Geo 1.9 Bonus VideoAll Complete Ordered Fields Are IsomorphicUniversal Properties of Number SystemsThe Mathematical Proof of the Existence of Santa ClausAn Alternative Introduction to TrigonometryWhat Actually Is a Bivector?Interpolating RotorsAn Interesting Construction of Polynomials (Part 2)Deriving the Law of Cosines With Geometric AlgebraThe length of a vector and how to change it - From Zero to Geo 1.2

Decomposition of a 3D PGA Bivector @sudgylacmoe

SHARE TO X SHARE TO REDDIT SHARE TO FACEBOOK WALLPAPER