Problem Sheet O
- Problem 1 asks you to prove a more general version of Lemma 31.5.
- Problem 2 is more on our favourite connection on $TS^n$ from Problem Sheet N.
- Problem 3 explores how to define a connection on the dual vector bundle. (We will cover this more systematically later.)
- Problem 4 looks horrendous, but it is mainly an exercise in unravelling the formalism. (The solution is much shorter than the statement of the problem!)
Comments and questions?