I would like that someone explain to me why in general $ \Gamma ( T^*M \otimes TM ) = \Gamma ( T^*M ) \otimes_{\mathcal{C}^{\infty} ( M )} \Gamma ( TM ) $ with $ \Gamma ( T^*M ) $ is a set of sections of the bundle $ T^*M $ ? Thanks a lot.
Sections of a bundle
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differential-geometry