Group objects and Hopf algebras 3 (Catsters 37)
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@ade678 What do you mean? The elementary tensors do form a basis for the tensor product; although not every tensor can be written as an elementary tensor. Or am I getting confused here?
By the way, excellent videos, as has been said, very clear, thanks :)
jamma246 1 year ago
Ah ha! There it is. That universal property of tensor products! (n.b. I think you may want to clarify that elementary tensors do *not* form a basis for the tensor product.) I am very impressed by you energy and clarity. So, please, do the community a favor and tell us what a tensor product really is! Again, try taking the tensor of two very elementary matrices.
ade678 4 years ago