| 11. | Box integration for a two-dimensional tensor product grid.
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| 12. | Tensor products of su ( 2 ) reps are not generally irreducible.
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| 13. | In general, the tensor product of complete spaces is not complete again.
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| 14. | The outer product on tensors is typically referred to as the tensor product.
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| 15. | This is a specially constructed state described by the following vector in the tensor product
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| 16. | Taking tensor products ( over arbitrary rings ) is always a right exact functor.
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| 17. | By taking tensor products, the result follows.
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| 18. | The coproduct of two commutative rings is given by the tensor product of rings.
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| 19. | These are highly invariant bases which are well suited for decompositions of tensor products.
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| 20. | The tensor product, outer product and Kronecker product all convey the same general idea.
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