March 9th: Fun Applications of Geometric Algebra! by Logan Lim

For more information on the seminar, see: pgadey.ca/seminar/.
Abstract: From physics, to computer graphics, to quantum computing and neural networks, geometric algebra is a modern re-imagining of linear algebra to simplify and generalize the role of matrix computation in a wide variety of settings. In this two-part presentation, we give a fun tour of projective geometric algebra (PGA 3d) and its relationship to perspective in art and 3d graphics, quantum computing based on complex Clifford algebras, and a brief discussion on the current progress of neural networks using geometric algebras. Who said math couldn’t be exciting?
#seminar

[@yorailevi6747]

I wish Logan would continue the geometric algebra series lectures!

[@josemanuelbarrenadevalenci653]

A lot of errors
In "Drawing with ideal points" you use R (3,0,1) but define the point as a trivector. Which occurs in R*(3,0,1)

[@blind377]

very good video

[@davidhand9721]

Making your Rpqr into Rpqr* seems like a word game. Isn't the geometric interpretation of v in Rpqr* the same as vI in Rpqr?