JonnyBadFox
- 1
- 0
I'am an armchain self learned guy and in my opinion physics isn't actually that complicated. What's complicated is notation in physics. What I find difficult is index notation. I understand the Einstein Summation Notation, it's not so difficult, but often it gets messy.
One example is the Dirac Equation, where you have matrices as components of gamma matrices. Or inner products as components of matrices. I did some research and found out that this is called Clifford-Algebra. Now do you know any good introduction book to this? I think it's like a very general form of linear algebra where all kinds of products are generalised, so that you can have something like an inner product of a partical derivative and a vector field as components of matrices or tensor products as components and messy stuff like that. I hope you know what I mean.
I found a few books about it, but it's very mathematics oriented, not very beginner friendly. I like concret examples with simple numbers. Does a book like that even exist?
(I know that geometric algebra is reformulated clifford algebra, but GA doesn't help very much)
One example is the Dirac Equation, where you have matrices as components of gamma matrices. Or inner products as components of matrices. I did some research and found out that this is called Clifford-Algebra. Now do you know any good introduction book to this? I think it's like a very general form of linear algebra where all kinds of products are generalised, so that you can have something like an inner product of a partical derivative and a vector field as components of matrices or tensor products as components and messy stuff like that. I hope you know what I mean.
I found a few books about it, but it's very mathematics oriented, not very beginner friendly. I like concret examples with simple numbers. Does a book like that even exist?
(I know that geometric algebra is reformulated clifford algebra, but GA doesn't help very much)