I currently own the book "Introduction to Riemannian Manifolds" (John Lee).
But it's above my head. I cannot read it. Understand all the symbols.
Nabla_underscore_X - nabla_underscore_Y - [X,Y]
The last i think is a commutator.
I need an introduction to this book ...
Some context. I just want to understand "Einsteins Field equation".
But as it is formulated in the form of tensors, i need to understand tensors.
Or abstract index notation ?
[ PS : I had vector calculus at University, but that's a different beast as the space was Euclidean]
I'm looking for good books on Tensors.
I have "Introduction to Tensor Analysis and the Calculus of Moving Surfaces" from Pavel Grinfeld.
But i look for others.
[Mentor Note: Thread moved from the Relativity forum]