I'm sort of confused about Christofel symbols being called tensors. I thought that to be considered a tensor, the tensor had to obey the standard component transformation law. For example: G(adsbygoogle = window.adsbygoogle || []).push({}); _{a'b'}= L^{c}_{a'}L^{d}_{b'}G_{cd}

But the Christofel symbols don't obey this transformation law; their components transform in a different way (I would like to show it, but I don't know how; see exercise 10.3 of MWT).

What gives?

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# Christofel Symbols Tensors?

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