Viewing profile — LotusFunctor

>It's really the same method in different notation. You take the cross product and separate into parallel and perpendicular components, and then you reach the epsilon^2 equation, a…

?? You'll likely be better off seeing different perspectives of the same thing.

Pascal's triangle, and also with a transparently power-set flavor to it :)

From my view, it goes both ways: geometric algebra/calculus is a more transparent version of the standard approach and the translation back to it is also a relatively small delta t…

For me, the substantial thing geometric algebra gave me so far was a newfound appreciation of the seemingly disparate systems: tensors, differential forms, matrix algebra, and also…

Grassmann algebra is a very important part of it, in fact you can reconstruct it in geometric algebra. More generally though, this algebra would be known as Clifford algebra.

>Geometric algebra is, as the article points out, a more powerful version of the usual vector notation That's not just a gross oversimplification, this is also flat out wrong if wh…