- #1
sphyrch
- 37
- 9
I've started self-studying quantum mechanics. It's clear from google searching and online Q.Mech lectures, I'll need to understand linear algebra first. I'm starting with finite-dimensional linear algebra and Hoffman, Kunze is one of the widely recommended textbooks for that.
I need help regarding which topics I should cover to properly learn linear algebra prerequisite for quantum physics. Here's the table of contents:
https://pastebin.com/6EE4NdYA
From what little I know, I'm pretty sure that the chapters: Linear Equations, Vector Spaces, Linear Transformations, Inner Product Spaces and Operators on Inner Product Spaces are necessary. I'd be grateful if someone could tell me about the remaining chapters.
Thanks in advance!
I need help regarding which topics I should cover to properly learn linear algebra prerequisite for quantum physics. Here's the table of contents:
https://pastebin.com/6EE4NdYA
From what little I know, I'm pretty sure that the chapters: Linear Equations, Vector Spaces, Linear Transformations, Inner Product Spaces and Operators on Inner Product Spaces are necessary. I'd be grateful if someone could tell me about the remaining chapters.
Thanks in advance!