Jacobian determinant


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Jacobian determinant

[jə′kō·bē·ən di′tər·mə·nənt]
(mathematics)
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The non-vanishing of the Jacobian determinant discussed in equation (7) satisfied that factor intensity condition.
In 1953, Samuelson refocused his attention on the Jacobian determinant of the [a.
Iwaniec: Jacobian determinants and null Lagrangians, The Art of Integration by Parts, preprint.