Definition of jacobians:
(n) :
(calculus) A Jacobian matrix or its associated operator.
(n) :
(calculus) The determinant of such a matrix.
(adj) :
Used to specify certain mathematical objects named in honour of C. G. J. Jacobi.
(adj) :
Of or relating to the biblical Jacob.
(n) :
Alternative letter-case form of Jacobian. [(calculus) A Jacobian matrix or its associated operator.]
(adj) :
Alternative letter-case form of Jacobian. [Used to specify certain mathematical objects named in honour of C. G. J. Jacobi.]