Teaching | Jason Dunn

Boston University

  • EC102: Introductory Macroeconomic Analysis (TA for Prof. Watson)
    Department of Economics, Fall 2025 - Spring 2026
    Discussion Slides Evaluations
    Course Description
    The second semester of a standard two-semester sequence for those considering further work in management or economics. National economic performance; the problems of recession, unemployment, and inflation; money creation, government spending, and taxation; economic policies for full employment and price stability; and international trade and payments.

Colby College

  • EC224: Macroeconomic Theory (TA for Prof. Lester)
    Department of Economics, Spring 2021
    Course Description
    Devoted to the development and examination of various theoretical frameworks to explain fluctuations in output, interest rates, exchange rates, unemployment, inflation, and economic growth in a globally interdependent economy. Continued study of the theoretical development of macroeconomic models and further refinement of understanding the effectiveness and optimality of macroeconomic policy. Students gain an understanding of the importance of expectations, the determination of asset prices (e.g., bond and stock prices), the relationship between financial markets and the macroeconomy, and the implications and limitations of models and policies.
  • EC223: Microeconomic Theory (TA for Prof. Giffin)
    Department of Economics, Fall 2020
    Course Description
    The theory of the pricing, distribution, and allocation of resources in a market economy. Emphasis placed on the various meanings of economic efficiency.
  • MA125: Single-Variable Calculus (TA for Prof. Bontea)
    Department of Mathematics, Fall 2018 - Spring 2019
    Course Description
    Calculus is the result of centuries of intellectual effort to understand and quantify change, such as the position of a moving object or the shape of a curve. Competent users of calculus understand its intellectual structure sufficiently to apply its ideas to a variety of intellectual pursuits. Topics include differential and integral calculus of one variable, including the calculus of exponential, logarithmic, and trigonometric functions. The course covers limits and continuity; differentiation and its applications, antiderivatives, the definite integral and its applications.

Teaching Interests

Primary Fields: Economic History, Quantitative Methods in Economics

Secondary Fields: Macroeconomics