- #1
Kreizhn
- 743
- 1
It may seem like a very simple question, but I just want to clarify something:
Is tensor field multiplication non-commutative in general?
For example, if I have two tensors [itex] A_{ij}, B_k^\ell [/itex] then in general, is it true that
[tex] A_{ij} B_k^\ell \neq B_k^\ell A_{ij} [/tex]
I remember them being non-commutative, but I want to make sure.
Is tensor field multiplication non-commutative in general?
For example, if I have two tensors [itex] A_{ij}, B_k^\ell [/itex] then in general, is it true that
[tex] A_{ij} B_k^\ell \neq B_k^\ell A_{ij} [/tex]
I remember them being non-commutative, but I want to make sure.
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