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I'm trying to understand tensor product of vector spaces and how it is done,but looks like nothing that I read,helps!
I need to know how can we achieve the tensor product of two vector spaces without getting specific by e.g. assuming finite dimensions or any specific underlying field.
Another thing,is it possible to define it with no reference to any basis of the vector spaces?
Thanks
I need to know how can we achieve the tensor product of two vector spaces without getting specific by e.g. assuming finite dimensions or any specific underlying field.
Another thing,is it possible to define it with no reference to any basis of the vector spaces?
Thanks