Jacobian

Jac o bi an |jəˈkōbēən ʤəˈkoʊbiən |Mathematics ▶adjective of or relating to the work of the mathematician K. G. J. Jacobi. ▶noun a determinant whose constituents are the derivatives of a number of functions ( u, v, w, …) with respect to each of the same number of variables ( x, y, z, …).

Jacobian

Jacobian |dʒəˈkəʊbɪən |Mathematics ▶adjective relating to the work of the mathematician K. G. J. Jacobi. ▶noun a determinant whose constituents are the derivatives of a number of functions ( u, v, w, …) with respect to each of the same number of variables ( x, y, z, …).