After almost a year I’ve finally finished another new article in the physics for mathematicians series. This one is a quick introduction to general relativity, especially aimed at people who are already at least a little familiar with concepts like connections and curvature in the context of Riemannian geometry. This one was very fun for me to write, so I hope that if you’re interested in the topic you enjoy it too!

I do intend to keep working on this series, although probably still at this very slow pace. I’m currently thinking that the next one will be an overview of how to use Lagrangians in classical field theory. As always, though, if there’s a topic you’d be interested to see covered in this style, feel free to reach out and let me know.