MATHEMATICAL ECONOMICS I

ECON 700

Mathematical techniques used in economics analysis at a Master level. Topics include: proof techniques, optimization, introductory topology, functional analysis, linear algebra for microeconomists and differential equations. It is expected that students will have completed three semesters calculus (such asMATH 234) and linear algebra (such asMATH 340).

ECON 702

A mathematical approach to the study of aggregate output determination, including analysis of consumption, labor markets, economic growth, and business cycles. Analysis of fiscal and monetary policies and their interactions. It is expected that students will have completed three semesters calculus (such asMATH 234) and linear algebra (such asMATH 340).

ECON 704

Econometric methods, theory, and applications. Matrix algebra will be used. Topics include linear regression, least-squares estimation, inference, and hypothesis testing. Primarily for Master's level students. It is expected that students will have completed three semesters calculus (such asMATH 234) and linear algebra (such asMATH 340).

ECON 709

Probability distributions, statistical inference; multiple linear regression; introduction to econometric methods. It is expected that students will have completed three semesters calculus (such asMATH 234) and linear algebra (such asMATH 340).

ECON 701

First course in a two-semester sequence covering: consumer theory, producer theory, and markets under partial and general equilibrium, and with externalities or market power. The sequence will include an introduction to decision theory and game theory, and applications to auction theory and partially informed trade. It is expected that students will have completed three semesters calculus (such asMATH 234) and linear algebra (such asMATH 340).