Today, I had to do an exercise that talked about conformal geometry and after spending a ridiculous amount time searching for it in General Relativity books I couldn't find it. In books like Ray D'Inverno, Schutz and Sean Carroll they state the theorems, but never prove them, so I am asking if you could recommend any book on conformal geometry and whatever math you think is going to be essential to understand really well General Relativity.
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Does this answer your question? Mathematically-oriented Treatment of General Relativity – StephenG - Help Ukraine Oct 22 '20 at 21:24
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Not quite. The O'Neil book doesn't approach conformal geometry as I need, but the Marcus Kriele book is one book that I'm gonna save for the future! – RKerr Oct 22 '20 at 21:41