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## Main Question or Discussion Point

Hi everyone,

First my background, I'm a junior in physics and math. I've taken griffiths QM, EM (first semester only so far), mechanics and such. In terms of math, I've taken an applied algebra and linear algebra course. I've learned some GR from Sean Carroll's text and a short course in GR by nightingdale.

So, I'm looking for a book that covers topics in geometry, topology and physics and how they interrelate. I have some basic knowledge of topology from Munkres and I've learned some Riemannian/semi Riemannian from Tensor Geometry by Dodson and Poston. I've found plenty of books but I'm not sure where to start/what books are good for my level. Any recommendations?

First my background, I'm a junior in physics and math. I've taken griffiths QM, EM (first semester only so far), mechanics and such. In terms of math, I've taken an applied algebra and linear algebra course. I've learned some GR from Sean Carroll's text and a short course in GR by nightingdale.

So, I'm looking for a book that covers topics in geometry, topology and physics and how they interrelate. I have some basic knowledge of topology from Munkres and I've learned some Riemannian/semi Riemannian from Tensor Geometry by Dodson and Poston. I've found plenty of books but I'm not sure where to start/what books are good for my level. Any recommendations?