ECON 481
Intro to Math Economics
This course covers the use of optimization theory in economic analysis. The topics covered include finite-dimensional optimization (unconstrained optimization, Lagrange's Theorem, the Kuhn-Tucker Theorem), the role of convexity in optimization, parametric continuity of solutions to optimization problems, and finite- and infinite-horizon dynamic programming.
Topics
- finite-dimensional optimization (unconstrained optimization
- Lagrange's Theorem
- the Kuhn-Tucker Theorem)
- the role of convexity in optimization
- parametric continuity of solutions to optimization problems
- and finite- and infinite-horizon dynamic programming
Topics explicitly listed in official catalogue description
Sources
- Course catalogue ↗2026-2027