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Overview

Mathematical tools are an important part of theoretical economic analysis. This course gives students a working knowledge of static and dynamic optimisation techniques applied in economics. Topics include classical optimisation with and without constraints, comparative statics, non-linear programming, differential equations, and optimal control. Knowing these tools will equip students to solve complex economic models. All mathematical techniques are illustrated with mainstream theoretical applications such as consumer theory and the neoclassical theory of optimal growth.

Study Level

Undergraduate

Offering Terms

Term 1

Campus

Kensington

Indicative contact hours

4.5

Course Outline

To access course outline, please visit:

Fees

Pre-2019 Handbook Editions

Access past handbook editions (2018 and prior)

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