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FUNCTIONAL DEPENDENCE AND SOLUTION TO SIMULATNEOUS EQUATIONS : MATHEMATICS FOR ECONOMISTS III
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The Jacobian matrix can help to test whether there exists functional linear dependence in a set of ݊ functions in ݊ variables. It is a matrix of the first order partial derivatives. If the functions are linearly dependent, the determinant of the Jacobian matrix is 0.
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Yale University
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Written for
- Institution
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Yale University
Document information
- Uploaded on
- August 17, 2021
- Number of pages
- 9
- Written in
- 2021/2022
- Type
- Class notes
- Professor(s)
- Professor ndii
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- All classes
Subjects
- jacobian determinant
- gauss jordan
-
functional dependence and solution to simulatneous equations
-
economics mathematics for economists iii
-
solution of simultaneous equations using the gaussian method
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