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howling | 2 years ago

I always dislike the unnecessary use of dual of dual. We should define tensor product as a quotient space of all linear combinations of vā‚āŠ—vā‚‚ as in https://en.wikipedia.org/wiki/Tensor_product#As_a_quotient_s... The advantage of not using dual of dual is that it generalizes correctly to infinite dimensional vector spaces and modules.

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