Mathematics for Economists

Course content

1. 1Functions and economic modelsComing
2. 2Derivatives and marginal analysisComing
3. 3Partial derivatives and elasticitiesComing
4. 4Unconstrained optimizationComing
5. 5Constrained optimization and Lagrange multipliersComing
6. 6Envelope theorem and comparative staticsComing
7. 7Matrices and linear systemsComing
8. 8Input-output modelsComing
9. 9Integration and present valueComing
10. 10Difference equationsComing
11. 11Differential equations in growth modelsComing
12. 12Putting the tools together: a modeling projectComing

Requirements

• MATH-100 Calculus I
• ECON-101 Principles of Microeconomics

Recommended background. You can start any course at any time.

Description

The calculus, optimization and matrix tools used throughout economic theory.

Part of the Arts & Social Sciences stream, typically taken in year 2.