Invitation to Economic Analysis
Introduction to Economics
Undergraduate Research
This course offers advanced undergraduates the opportunity to pursue research in Economics individually or in a small group. Graded pass/fail.
Senior Research and Thesis
Senior economics majors wishing to undertake research may elect a variable number of units, not to exceed 12 in any one term, for such work under the direction of a member of the economics faculty.
Selected Topics in Economics
Topics to be determined by instructor.
Spatial Data Science for Economics and Policy
Economic policy questions increasingly depend on novel measurement: satellite imagery to track deforestation, digitized historical maps to study long-run development, and neural networks to predict poverty. This course surveys how economists build new spatial data from computational methods and deploy it for credible policy evaluation. Topics are organized as self-contained modules covering remote sensing and land use classification, digitization of historical maps, and deep learning for prediction. Data science is presented as an input to spatial causal inference techniques: boundary discontinuities, market access approaches, and spatial instrumental variables. Each module pairs a methodological introduction with a recent application from development, trade, or environmental economics. Students will complete hands-on assignments and develop an original policy evaluation proposal that leverages one of these modern measurement tools.
AI and Social Science
This course is an introduction to the wide, fast-moving range of ways in which AI methods are being used in social science, and how social science is used to understand AI impacts (e.g., in labor markets). The focus will be mostly on LLMs and machine learning, with one example from CLIP. Topics include: AI agents as substitutes for people in political and economic surveys and experiments; alignment: sycophancy, possible AI harm; machine learning for prediction in small (experiments) and large data sets (e.g., bail-setting), and AI used in analysis of financial data. Students will be graded on (1) in-class contributions, (2) two homework sets, (3) a class project either extending (or reproducing) a recent paper or doing an original analysis, and (4) an in-class final. Some funds will be available for computing power.
Firms, Competition, and Industrial Organization
Behavioral Game Theory
In this course we will examine game theories that are explicitly meant to describe behavior of humans and other species. Prominent models are those with level-k hierarchies, quantal response equilibrium (QRE) and cursed equilibrium. Most of the data is experimental evidence from a wide variety of games. We will also learn about field evidence, mostly about mixed strategies and application of level-k hierarchies to firms' decisions. Data include biological measures such as response times, eye-tracking, fMRI and evidence from psychiatric disorders. Students are expected to replicate an existing experiment (individual students) or work in small teams to create and run a new experiment. Not offered 2026-27.
Foundations of Behavioral Economics
Frontiers in Behavioral Economics
This course will study topics in behavioral economics demonstrating departures from the classic economics assumptions of rationality and pure self-interest. We will study evidence of these departures, models that have been designed to capture these preferences, and applications of these models to important economic questions. Topics will include biases and heuristics, risk preferences, self-control, strategic uncertainty, and social preferences, among others. The course will be based in readings from both classic and modern research. Methodologically, the course will combine both theoretical and empirical evidence of the mentioned above topics.
Bayesian Statistics
This course provides an introduction to Bayesian Statistics and its applications to data analysis in various fields. Topics include: discrete models, regression models, hierarchical models, model comparison, and MCMC methods. The course combines an introduction to basic theory with a hands-on emphasis on learning how to use these methods in practice so that students can apply them in their own work. Previous familiarity with frequentist statistics is useful but not required.
Design and analysis of field experiments
Field experiments are widely used in academia, government and industry to evaluate the effectiveness of changes in social policy, business models, and medical interventions, among others. The course provides an introduction to the design and analysis of field experiments, with applications in each of these domains. The course has an emphasis on hands-on learning in order to build practical skills in real research scenarios. A previous course covering linear regression is a prerequisite for the class.
Matching Markets
We will tackle the fundamental question of how to allocate resources and organize exchange in the absence of prices. Examples includes finding a partner, allocating students to schools, and matching donors to patients in the context of organ transplantations. While the main focus will be on formal models, we will also reason about the practical implications of the theory.
Environmental Economics
This course provides a survey from the perspective of economics of public policy issues regarding the management of natural resources and the protection of environmental quality. The course covers both conceptual topics and recent and current applications. Included are principles of environmental and resource economics, management of nonrenewable and renewable resources, and environmental policy with the focus on air pollution problems, both local problems (smog) and global problems (climate change). Not offered 2026-27.
Introduction to Sports Science
The use of large data sets and innovative statistical methods has revolutionized professional and intercollegiate sports. This course introduces students to the academic and professional world of contemporary sports science. The course will meet biweekly with instructor lectures on sports science and with guest speakers from collegiate and professional sports. Students will be introduced to the primary data sources for sports science, to methods used to collect sports performance and outcomes data, and to the statistical tools used for sports analytics (for example, logistic regression, regression trees and random forest, network models, time series, and natural language processing). Students will be responsible for weekly writing or homework assignments based on readings and speaker presentations, as well as a quarter-long sports analytics research project. Students should have some background in econometrics, statistics and probability, data science, or machine learning.
Intermediate Microeconomics
A rigorous treatment of microeconomic theory, serving as a bridge to graduate-level courses in general equilibrium theory. Topics include consumer choice theory—preferences, utility maximization, and demand; tools for welfare analysis, including compensating and equivalent variation; the theory of the firm—production, cost minimization, and profit maximization; and partial equilibrium analysis—market equilibrium, the effects of taxation, and market failure due to monopoly. Through theoretical models and applications, the course develops the analytical skills needed for advanced work in economics. Ec 150 (Mathematical Methods for Economics) is useful preparation but is not required.
Econometrics
The application of statistical techniques to the analysis of economic data.
Identification Problems in the Social Sciences
Statistical inference in the social sciences is a difficult enterprise whereby we combine data and assumptions to draw conclusions about the world we live in. We then make decisions, for better or for worse, based on these conclusions. A simultaneously intoxicating and sobering thought! Strong assumptions about the data generating process can lead to strong but often less than credible (perhaps incredible?) conclusions about our world. Weaker assumptions can lead to weaker but more credible conclusions. This course explores the range of inferences that are possible when we entertain a range of assumptions about how data is generated. We explore these ideas in the context of a number of applications of interest to social scientists.
Applied Data Analysis
Fundamentally, this course is about making arguments with numbers and data. Data analysis for its own sake is often quite boring, but becomes crucial when it supports claims about the world. A convincing data analysis starts with the collection and cleaning of data, a thoughtful and reproducible statistical analysis of it, and the graphical presentation of the results. This course will provide students with the necessary practical skills, chiefly revolving around statistical computing, to conduct their own data analysis. This course is not an introduction to statistics or computer science. I assume that students are familiar with at least basic probability and statistical concepts up to and including regression. Not offered 2026-27.
Introduction to Public Health Economics and Policy
This course will cover the basic concepts and principles of health economics and challenges in health policy implementation. By studying this course, students will establish economic thinking and be able to flexibly use economic methods to analyze practical problems in the field of health care. Students will also learn about the application of machine learning in public health. This course combines theory and methodology. The teaching goal focuses on students' ability to analyze and solve practical problems. Interactive teaching is done through group discussions and topic debates around case studies. Each chapter consists of a theory and case analysis. The case discussion will focus on basic theories and methods and highlight the hot issues in the current medical and health system. The exam will be an open-book exam, with class discussions accounting for 40%, and the final exam accounting for 60%. Not offered 2026-27.
Quantitative Macroeconomic Growth of the United States
This course examines the macroeconomic growth of the United States over the past 125 years, with an emphasis on the economic theories and analytical methods used to study long-run development. It is organized around major thematic topics rather than chronology, with each topic covered over two lectures and focused on the key economic phenomena that have shaped the U.S. economy. Topics include the measurement of economic growth; the roles of institutions, geography, and technology in shaping productivity; migration and local labor markets; schooling and human capital accumulation; the spatial distribution of industry; market failures and financial crises; role of government in economic growth; and income and wealth inequality. Students will engage with a range of empirical research methods and theoretical frameworks used in modern economic analysis. Familiarity with introductory economics and econometrics is strongly encouraged. Students are expected to attend all classes, actively participate in discussions, and complete two in-class exams in addition to problem sets. Course open only to juniors and seniors. This is not a writing intensive course.
Economic History of Europe from the Middle Ages to the Twentieth Century
Employs the theoretical and quantitative techniques of economics to help explore and explain the development of the European cultural area between 1000 and 1980. Topics include the rise of commerce, the demographic transition, the Industrial Revolution, and changes in inequality, international trade, social spending, property rights, and capital markets. Each student is expected to write nine weekly essays and a term paper. Not offered 2026-27.
International Trade and Finance
Markets, Politics, and Growth in China 1700-2025
An examination of the role of political and economic forces in shaping the development of the Chinese economy during the Qing and Republican periods. The class emphasizes the use of simple economic models to understand how the Chinese economy grew and where it failed to do so. We will also discuss how this history helps explain China’s performance in the last half century. Students are expected to read research papers and discuss them in class.
Economics of Uncertainty and Information
An analysis of the effects of uncertainty and information on economic decisions. Included among the topics are individual and group decision making under uncertainty, expected utility maximization, insurance, financial markets and speculation, product quality and advertisement, and the value of information.
Behavioral Decision Theory
This course is a course in decision theory that emphasizes axiomatic methods and mathematical analysis. It navigates not only through the traditional normative approach but also through more recent behavioral (i.e., descriptive) approaches to decision-making, incorporating psychological insights. We explore essential topics in decision theory such as dynamic choice, stochastic choice, ambiguity aversion, expected utility, and revealed preferences. This in-depth study provides students with a sophisticated understanding of the frameworks governing decision making, emphasizing the role of rigorous analysis and mentioning empirical evidence found in experimental economics and psychology. This course offers valuable insights into understanding individual behaviors across both economic and financial contexts as well as in broader scenarios, providing students with the mathematical proficiency required to analyze decision-making processes rigorously. Not offered 2026-27.
Networks: Structure & Economics
Social networks, the web, and the internet are essential parts of our lives, and we depend on them every day. CS/EE/IDS 143 and CMS/CS/Ec/EE/IDS 144 study how they work and the "big" ideas behind our networked lives. In this course, the questions explored include: What do networks actually look like (and why do they all look the same)?; How do search engines work?; Why do epidemics and memes spread the way they do?; How does web advertising work? For all these questions and more, the course will provide a mixture of both mathematical analysis and hands-on labs. The course expects students to be comfortable with graph theory, probability, and basic programming.
Algorithmic Economics
This course will equip students to engage with active research at the intersection of social and information sciences, including: algorithmic game theory and mechanism design; auctions; matching markets; and learning in games.
Mathematical Methods for Economics
Provides the mathematical foundations for graduate-level economics, with applications illustrating each set of tools. Topics include real analysis and linear algebra (sequences, compactness, eigenvalues, quadratic forms, concavity, convexity); constrained and unconstrained optimization (Lagrange multipliers, Kuhn–Tucker conditions, constraint qualification) together with the implicit function and envelope theorems for comparative statics; separating and supporting hyperplane theorems and the theorem of the alternative (Farkas’ lemma); and correspondences, hemicontinuity, the theorem of the maximum, and fixed point theorems (Brouwer, Kakutani). These tools provide a foundation for studying graduate microeconomics, macroeconomics, and econometrics.
Game Theory
This course is an introduction to non-cooperative game theory, with applications to political science and economics. It covers the theories of normal-form games and extensive-form games, and introduces solutions concepts that are relevant for situations of complete and incomplete information. The basic theory of repeated games is introduced. Applications are to auction theory and asymmetric information in trading models, cheap talk and voting rules in congress, among many others.
Climate Change Impacts, Mitigation and Adaptation
Climate change has already begun to impact life on the planet, and will continue in the coming decades. This class will explore particular causes and impacts of climate change, technologies to mitigate or adapt to those impacts, and the economic and social costs associated with them - particular focus will be paid to distributional issues, environmental and racial justice and equity intersections. The course will consist of 3-4 topical modules, each focused on a specific impact or sector (e.g. the electricity or transportation sector, climate impacts of food and agriculture, increasing fires and floods). Each module will contain lectures/content on the associated climate science background, engineering/technological developments to combat the issue, and an exploration of the economics and the inequities that exacerbate the situation, followed by group discussion and synthesis of the different perspectives.
Convex Analysis and Economic Theory
Introduction to the use of convex analysis in economic theory. Includes separating hyperplane theorems, continuity and differentiability properties of convex and concave functions, support functions, subdifferentials, Fenchel conjugates, saddlepoint theorem, theorems of the alternative, polyhedra, linear programming, and duality in graphs. Introduction to discrete convex analysis and matroids. Emphasis is on the finite-dimensional case, but infinite-dimensional spaces will be discussed. Applications to core convergence, cost and production functions, mathematical finance, decision theory, incentive design, and game theory. Not offered 2026-27.