(a) Prove that Îμαβ = Îμβα in any coordinate system in a curved Riemannian space. (b) Use...

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(a) Prove that Γμαβ = Γμβα in any coordinate system in a curved Riemannian space.
(b) Use this to prove that Eq. (6.32) can be derived in the same manner as in flat space.
Eq.(6.32)
78 (EBu.v + 8Bv.u – 8uv.ß): %3D Suv.ß).
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