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For the reason that cross product is anticommutative, this formula might also be created (up to permutation with the letters) as:
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The triple product is similar to the volume sort of the Euclidean 3-House applied to the vectors by way of inside product. It also can be expressed to be a contraction of vectors that has a rank-3 tensor reminiscent of the form (or perhaps a pseudotensor equivalent to the amount pseudoform); see beneath.
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This short article is about ternary operations on vectors. For that identity in variety concept, see Jacobi triple product. For your calculus chain rule for 3 interdependent variables, see Triple product rule. For the product in nuclear fusion, see Lawson criterion.