Department of Economics
Bachelor of Arts in Economics and Mathematics
Students on Summer 2024, Fall 2024, or Spring 2025 requirements ECONMATHBA
Requirements
The major requires at least 40 credit hours, including the requirements listed below.
 Economics courses.
 Fundamentals of Economics I. One (1) course:
 ECONB 251 Fundamentals of Economics for Business I
 ECONE 251
 ECONS 251 Fundamentals of Economics for Business I: Honors
ECONB 251 Fundamentals of Economics for Business I
 Credits
 3
 Prerequisites
 None
 Description
 First course in a twocourse sequence that introduces business students to essential economic concepts. Examines the economic notions of cost and gains from trade, determinants of economic growth, consumer and firm behavior in competitive and noncompetitive environments, the effects of taxation, externalities, moral hazard and adverse selection, and basic game theory.
 Repeatability
 Credit given for only one of ECONB 251 or ECONE 251.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
ECONS 251 Fundamentals of Economics for Business I: Honors
 Credits
 3
 Prerequisites
 Must be a Hutton Honors student
 Description
 First in a twocourse sequence that introduces honors business students to essential economic concepts. Examines economic notions of cost and gains from trade, determinants of economic growth, consumer and firm behavior in competitive and noncompetitive environments, effects of taxation, externalities, moral hazard and adverse selection, and basic game theory.
 Repeatability
 Credit given for only one of ECONS 251, ECONB 251, or ECONE 251.
 Fundamentals of Economics II. One (1) course:
 ECONB 252 Fundamentals of Economics for Business II
 ECONE 252 Fundamentals of Economics II
ECONB 252 Fundamentals of Economics for Business II
 Credits
 3
 Prerequisites
 ECONB 251
 Description
 Continuation of Fundamental of Economics for Business I. After a review of the major types of markets, explores macroeconomic concepts, beginning with measurement and the National Income Accounts, and then moving to cycle fluctuations and performance of stock markets. Concludes with microeconomic and macroeconomic perspectives in two areas: labor markets and globalization will applications in business contexts.
 Repeatability
 Credit given for only one of ECONB 252 or ECONE 252.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
ECONE 252 Fundamentals of Economics II
 Credits
 3
 Prerequisites
 ECONE 251 or ECONB 251
 Description
 Continuation of Fundamental of Economics I. After a review of the major types of markets, explores macroeconomic concepts, beginning with measurement and the National Income Accounts, and then moving to cycle fluctuations and performance of stock markets. Concludes with microeconomic and macroeconomic perspectives in two areas: labor markets and globalization.
 Repeatability
 Credit given for only one of ECONE 252 or ECONB 252.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
 Intermediate Microeconomic Theory. One (1) course:
 ECONE 321 Intermediate Microeconomic Theory
 ECONS 321 Intermediate Microeconomic Theory: Honors
ECONE 321 Intermediate Microeconomic Theory
 Credits
 3
 Prerequisites
 ECONB 251 or ECONE 251; and MATHJ 113, MATHM 119, MATHV 119, MATHM 211, or MATHS 211
 Description
 Develops economic models of both consumer and firm behavior, including nonstrategic and strategic interactions. Models of market structure and behavior focus on price and output determination and include circumstances in which markets may succeed or fail to deliver socially beneficial outcomes.
 Repeatability
 Credit given for only one of ECONE 321 or ECONS 321.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
ECONS 321 Intermediate Microeconomic Theory: Honors
 Credits
 3
 Prerequisites
 ECONB 251 or ECONE 251; and MATHJ 113, MATHM 119, MATHV 119, MATHM 211, or MATHS 211
 Description
 Designed for students of superior ability. Covers same core material as ECONE 321.
 Repeatability
 Credit given for only one of ECONE 321 or ECONS 321.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
 Intermediate Macroeconomic Theory. One (1) course:
 ECONE 322 Intermediate Macroeconomic Theory
 ECONS 322 Intermediate Macroeconomic Theory: Honors
ECONE 322 Intermediate Macroeconomic Theory
 Credits
 3
 Prerequisites
 ECONE 252 or ECONB 252; and ECONE 321 or ECONS 321
 Description
 National income accounting; theory of income, employment, and price level. Countercyclical and other public policy measures.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
ECONS 322 Intermediate Macroeconomic Theory: Honors
 Credits
 3
 Prerequisites
 ECONE 252 or ECONB 252 and ECONE 321 or ECONS 321; Hutton Honors student
 Description
 Designed for students of superior ability. Covers same core material as ECONE 322 and substitutes for ECONE 322 as a prerequisite for other courses.
 Repeatability
 Credit given for only one of ECONS 322 or ECONE 322.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
 Electives.
 Advanced Electives. Two (2) courses:
 ECONE 327 Game Theory
 ECONE 331 International Trade
 ECONE 332 International Monetary Economics
 ECONE 337 Economic Development
 ECONE 341 Economics of Labor Market
 ECONE 344 Health Economics
 ECONE 351 Law and Economics
 ECONE 361 Public Finance: Government Spending
 ECONE 362 Public Finance: Taxation
 ECONE 364 Environment and Resource Economics
 ECONE 371 Introduction to Applied Econometrics
 ECONE 385 Economics of Industry
 ECONE 386 SovietType Economies in Transition
 ECONE 390 Undergraduate Seminar in Economics
 ECONE 392 Seminar in Computational Methods and Econometrics
 ECONE 401 Machine Learning for Economic Data
 ECONE 402 Computational Methods In Macroeconomics
 ECONE 425 Financial Economics
 ECONE 427 Seminar in Experimental Economics
 ECONE 471 Econometric Theory and Practice I
 ECONE 472 Econometric Theory and Practice II
 ECONE 490 Advanced Undergraduate Seminar in Economics
 ECONE 411
 ECONS 371 Introduction to Applied Econometrics: Honors
 ECONX 398 Independent Research in Economics
ECONE 327 Game Theory
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Description
 Mathematical analysis of strategic interaction. Noncooperative games played once or repeatedly, with perfect or imperfect information. Necessary condition for a solution (equilibrium) as well as sufficient conditions (refinements). Cooperative games, such as bargaining and market games. Numerous applications, including experimental games.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
ECONE 331 International Trade
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 Only 6 credit hours from ECONE 303, ECONE 331, and ECONE 332 may be counted toward a major in economics
 Description
 Theories of trade pattern, positive and normative aspects of trade and traderelated policies in competitive and noncompetitive markets; effects of trade liberalization and economic integration; trade policies by developed and developing nations; international factor movements.
ECONE 332 International Monetary Economics
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 Only 6 credit hours from ECONE 303, ECONE 331, and ECONE 332 may be counted toward a major in economics
 Description
 Theory of exchange rate and balance of payments adjustment, macroeconomic policy in open economies, history and comparison of international monetary systems, and proposals for reform.
 Repeatability
 Credit given for only one of ECONE 332 and ECONE 433.
ECONE 337 Economic Development
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Description
 Characteristics of economically underdeveloped countries. Obstacles to sustained growth; planning and other policies for stimulating growth; examination of development problems and experience in particular countries.
ECONE 341 Economics of Labor Market
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 R: ECONE 370 or ECONS 370
 Description
 Analysis of the functioning of labor markets with theoretical, empirical, and policy applications in determination of employment and wages in the U.S. economy.
ECONE 344 Health Economics
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 R: ECONE 370 or ECONS 370
 Description
 Systematic introduction to health economics and economics of health care, emphasis on basic economic concepts such as supply and demand, production of health, information economics, choice under uncertainty, health insurance markets, Medicare and Medicaid, managed care, government intervention and regulation. Survey course with some topics in some depth.
ECONE 351 Law and Economics
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Description
 Devoted to economic analysis of law, focusing on the economic efficiency of common law. Main components of the course are property law, contracts, and torts; some aspects of criminal law are also covered. Discussion is based mostly on examples, both invented and taken from actual cases.
ECONE 361 Public Finance: Government Spending
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 Only 6 credit hours from ECONE 308, ECONE 361, and ECONE 362 may be counted toward a major in economics
 Description
 Theory of public goods and externalities. Costbenefit analysis. Public choice theory. Analysis of specific expenditure, transfer, and regulatory programs.
ECONE 362 Public Finance: Taxation
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 Only 6 credit hours from ECONE 308, ECONE 361, and ECONE 362 may be counted toward a major in economics
 Description
 U.S. tax structure, income redistribution effects, and efficiency in resource allocation. Use of welfare theory and microeconomic models to evaluate particular issues.
ECONE 364 Environment and Resource Economics
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Description
 Basic theory of common property resources applied to environment and resource conservation problems. Topics include economic efficiency, equity, measurement problems, and policy formulation.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
ECONE 371 Introduction to Applied Econometrics
 Credits
 3
 Prerequisites
 ECONE 251 or ECONB 251; and ECONE 370 or ECONS 370; and MATHJ 113, MATHM 119, MATHV 119, MATHM 211, or MATHS 211
 Description
 An introduction to the theory and application of leastsquares regression in empirical economics. Review of bivariate and multivariate regression models, hypothesis testing, and confidence intervals. Special topics include model specification, multicollinearity, heteroscedasticity, dummy variables, interactions, and various sources of estimation bias. Students will learn to work with both crosssectional and timeseries datasets, and analyze the data using an econometrics software package.
 Repeatability
 Credit given for only one of ECONE 371 or ECONS 371.
ECONE 385 Economics of Industry
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Description
 Empirical analysis of market structure and behavior. Location, technology, economies of scale, vertical integration, conglomerates, barriers to entry, and competitive practices. Economic assessment of product performance and environmental impact.
ECONE 386 SovietType Economies in Transition
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Description
 Economic institutions, resource allocation mechanisms, incentives and decisionmaking in a Soviettype economy; economics of transition to a marketoriented system. Particular attention is paid to price liberalization, development of the financial system, privatization of stateowned assets, opening to the world economy, and the role of private sector.
 Repeatability
 Credit given for only one of ECONE 386 or ECONE 497.
ECONE 390 Undergraduate Seminar in Economics
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 Additional prerequisites may be required depending on the seminar topic
 Description
 Intensive study of a topic area in economics. Topics will vary.
 Repeatability
 May be repeated with a different topic for a maximum of 9 credit hours.
ECONE 392 Seminar in Computational Methods and Econometrics
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321; Additional prerequisites may be required depending on the seminar topic
 Description
 Intensive study of a topic area in computational methods or econometrics. Topics will vary.
 Repeatability
 May be repeated with a different topic for a maximum of 9 credit hours.
ECONE 401 Machine Learning for Economic Data
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321; and ECONE 371 or ECONS 371
 Description
 What is machine learning and how can we use it to help us explore economic data? This course develops exploratory data analysis skills and provides training in a variety of machine learning techniques used to analyze economic data while using the R programming language.
ECONE 402 Computational Methods In Macroeconomics
 Credits
 3
 Prerequisites
 ECONE 252 or ECONB 252; and ECONE 321 or ECONS 321
 Description
 Macroeconomic data are increasingly available and used by economists and data scientists to help decisionmakers. This course provides opportunities to develop tools to explore macroeconomic data, build and simulate macroeconomic models, perform experiments, and solve dynamic models using numeric methods. Also provides experience in the Python programming language.
ECONE 425 Financial Economics
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321; and ECONE 370 or ECONS 370
 Description
 Theory and empirical evidence relevant to understanding the functioning of modern financialasset markets. Course topics may vary substantially by instructor. Some examples include: present value, analysis of risk and return, asset pricing, modern portfolio theory, equilibrium in asset markets, arbitrage pricing theory, the capital asset pricing model, the efficient markets hypothesis, price bubbles and crashes, futures markets, derivative securities and option pricing models.
ECONE 427 Seminar in Experimental Economics
 Credits
 3
 Prerequisites
 ECONE 321 and ECONE 370 or consent of instructor
 Notes
 R: ECONE 327
 Description
 Focuses on the use of laboratory experimental methods in applied microeconomics. Specific application areas will include the analysis of resource allocation mechanisms for both private and public goods and individual choice under uncertainty using both human and nonhuman subjects.
ECONE 471 Econometric Theory and Practice I
 Credits
 3
 Prerequisites
 ECONE 370, ECONS 370, or MATHM 365; and MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311
 Notes
 Only 9 credit hours from ECONE 371, ECONS 371, ECONE 471, and ECONE 472 may be counted toward a major in economics
 Description
 Emphasis is on the classical linear regression model and its applications. Special topics include finite and asymptotic properties of least squares, hypothesis testing, model specification, dummy variables, proxies, multicollinearity and heteroscedasticity.
ECONE 472 Econometric Theory and Practice II
 Credits
 3
 Prerequisites
 ECONE 471
 Notes
 Only 9 credit hours from ECONE 371, ECONS 371, ECONE 471, and ECONE 472 may be counted toward a major in economics
 Description
 Emphasizes extensions of the classical linearregression model such as: limited dependent variables, instrumental variables, stationary and nonstationary data, fixedeffect and randomeffect models, multipleequation models, censored regression, and sample selection.
ECONE 490 Advanced Undergraduate Seminar in Economics
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 Additional prerequisites may be required depending on the seminar topic
 Description
 Advanced intensive study of a topic area in economics. Topics will vary.
 Repeatability
 May be repeated with different topics for a maximum of 9 credit hours.
ECONS 371 Introduction to Applied Econometrics: Honors
 Credits
 3
 Prerequisites
 ECONE 251 or ECONB 251; and ECONE 370 or ECONS 370; and MATHJ 113, MATHM 119, MATHV 119, MATHM 211, or MATHS 211; and Hutton Honors Student
 Description
 Designed for students of superior ability. Covers same core material as ECONE 371 and substitutes for ECONE 371 as a prerequisite for other courses.
 Repeatability
 Credit given for only one of ECONS 371 or ECONE 371.
ECONX 398 Independent Research in Economics
 Credits
 1
 Prerequisites
 ECONE 322 or ECONS 322; and ECONE 370 or ECONS 370; Economics majors or interdepartmental major (ECON/POLS or ECON/MATH); minimum 3.000 economics GPA.
 Notes
 Additional prerequisites may be required by the faculty mentor. A maximum of 3 credit hours in ECONX 398 and ECONE 391 may count toward the major in economics
 Description
 Independent readings and research by special arrangement with an economics faculty mentor and the director of undergraduate studies. A research paper or other substantial writing assignments are usually required.
 Repeatability
 Credit given for a maximum of 6 credit hours in ECONX 398 and ECONE 391.
 400â€“499 Level. One (1) additional course:
 Any ECONE 400–499 except ECONE 496
 Advanced Electives. Two (2) courses:
 Fundamentals of Economics I. One (1) course:
 Mathematics courses.
 Calculus I. One (1) course:
 MATHM 211 Calculus I
 MATHS 211
MATHM 211 Calculus I
 Credits
 4
 Prerequisites
 None
 Notes
 R: To be successful, students will demonstrate mastery of two years of high school algebra, one year of high school geometry, and precalculus, and trigonometry as indicated by an appropriate ALEKS score or completion of MATHM 027
 Description
 Limits, continuity, derivatives, definite and indefinite integrals, applications.
 Repeatability
 A student may receive credit for only one of the following: MATHJ 113, MATHM 119, MATHV 119, MATHM 211, or MATHS 211.
 Fall 2024CASE MMcourseSummer 2024CASE MMcourse
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
 Calculus II. One (1) course:
 MATHM 212 Calculus II
 MATHS 212 Honors Calculus II
MATHM 212 Calculus II
 Credits
 4
 Prerequisites
 MATHM 211 or MATHS 211; or consent of department
 Description
 Techniques of integration (by parts, trigonometric substitutions, partial fractions), improper integrals, volume, work, arc length, surface area, infinite series.
 Repeatability
 Credit given for only one of MATHM 120 or MATHM 212.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
MATHS 212 Honors Calculus II
 Credits
 4
 Prerequisites
 MATHS 211 or consent of department
 Description
 Includes material of MATHM 212 and supplemental topics. Designed for students of outstanding ability in mathematics.
 Repeatability
 Credit given for only one of MATHM 120, MATHM 212, or MATHS 212.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
 Linear Algebra. One (1) course:
 MATHM 301 Linear Algebra and Applications
 MATHM 303 Linear Algebra for Undergraduates
 MATHS 303 Honors Course in Linear Algebra
MATHM 301 Linear Algebra and Applications
 Credits
 3
 Prerequisites
 MATHM 212, MATHM 213, or MATHS 212; or MATHM 211 and CSCIC 241; or MATHS 211 and CSCIC 241
 Description
 Solving systems of linear equations, matrix algebra, determinants, vector spaces, eigenvalues and eigenvectors. Selection of advanced topics. Applications throughout. Computer used for theory and applications.
 Repeatability
 Credit given for only one of MATHM 301 or MATHM 303.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
MATHM 303 Linear Algebra for Undergraduates
 Credits
 3
 Prerequisites
 MATHM 212, MATHM 213, or MATHS 212; or MATHM 211 and CSCIC 241; or MATHS 211 and CSCIC 241
 Description
 Introduction to the theory of real vector spaces. Coordinate s, linear dependence, bases. Linear transformations and matrix calculus. Determinants and rank. Eigenvalues and eigenvectors.
 Repeatability
 Credit given for only one of MATHM 301, MATHM 303, or MATHS 303.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
MATHS 303 Honors Course in Linear Algebra
 Credits
 3
 Prerequisites
 Consent of department
 Description
 Honors version of MATHM 303. For students with unusual aptitude and motivation.
 Repeatability
 Not open to those who have had MATHM 301 or MATHM 303.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
 Calculus III. One (1) course:
 MATHM 311 Calculus III
 MATHS 311 Honors Course in Calculus III
MATHM 311 Calculus III
 Credits
 4
 Prerequisites
 MATHM 212, MATHM 213, or MATHS 212
 Description
 Elementary geometry of 2, 3, and nspace; functions of several variables; partial differentiation; minimum and maximum problems; multiple integration.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
MATHS 311 Honors Course in Calculus III
 Credits
 4
 Prerequisites
 MATHS 212 or consent of instructor; and MATH M301, MATH M303, or MATH S303
 Description
 Honors version of MATHM 311, covering geometry of 2, 3, and nspace; functions of several variables; partial differentiation; minimum and maximum problems; and multiple integration. For students with unusual aptitude and motivation.
 Repeatability
 Credit given for only one of MATHM 311 or MATHS 311.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
 Mathematics Area. One (1) course:
 Analysis
 MATHM 312 Calculus IV
 MATHM 413 Introduction to Analysis I
 MATHM 414 Introduction to Analysis II
 MATHM 415 Elementary Complex Variables with Applications
 MATHM 420 Metric Space Topology
 MATHM 420 Metric Space Topology
 MATHS 312 Honors Course in Calculus IV
 MATHS 413 Honors Course in Analysis I
 MATHS 414 Honors Course in Analysis II
 MATHS 415 Honors Elementary Complex Variables
MATHM 312 Calculus IV
 Credits
 3
 Prerequisites
 MATHM 311 or MATHS 311
 Description
 Differential calculus of vectorvalued functions, transformation of coordinates, change of variables in multiple integrals. Vector integral calculus: line integrals, Green\'s theorem, surface integrals, Stokes\' theorem. Applications.
 Repeatability
 Credit given for only one of MATHM 312 or MATHS 312.
MATHM 413 Introduction to Analysis I
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311
 Description
 Modern theory of real number , limits, functions, sequences and series, RiemannStieltjes integral, and special topics.
MATHM 414 Introduction to Analysis II
 Credits
 3
 Prerequisites
 MATHM 413 or MATHS 413
 Description
 Continuation of MATHM 413. Functions of several variables, Taylor series, extreme values. Manifolds in Euclidean space, Implicit Function Theorem, Inverse Function Theorem. Divergence Theorem and other classical theorems of vector calculus. Special topics.
 Repeatability
 Credit given for only one of MATHM 414 or MATHS 414.
MATHM 415 Elementary Complex Variables with Applications
 Credits
 3
 Prerequisites
 MATHM 311, MATHS 311, or consent of instructor
 Description
 Algebra and geometry of complex numbers, elementary functions of a complex variable, power series, integrations, calculus of residues, conformal mapping. Application to physics.
 Repeatability
 Credit given for only one of MATHM 415 or MATHS 415.
MATHM 420 Metric Space Topology
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303
 Description
 Topology of Euclidean and metric spaces. Limits and continuity. Topological properties of metric spaces, including separation properties, connectedness, and compactness. Complete metric spaces. Elementary general topology.
MATHM 420 Metric Space Topology
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303
 Description
 Topology of Euclidean and metric spaces. Limits and continuity. Topological properties of metric spaces, including separation properties, connectedness, and compactness. Complete metric spaces. Elementary general topology.
MATHS 312 Honors Course in Calculus IV
 Credits
 3
 Prerequisites
 MATHS 311 or consent of instructor
 Description
 For students with unusual aptitude and motivation.
 Repeatability
 Credit given for only one of MATHM 312 or MATHS 312.
MATHS 413 Honors Course in Analysis I
 Credits
 3
 Prerequisites
 MATHS 312; or consent of instructor
 Description
 Differentiable transformations defined on Euclidean space, inverse and implicit function theorems. Lebesgue integration over Euclidean space and transformation of integrals. Exterior algebra, measure and integration on manifolds. Stokes\' theorem. Closed and exact forms.
MATHS 414 Honors Course in Analysis II
 Credits
 3
 Prerequisites
 MATHS 413; or consent of instructor
 Description
 Differentiable transformations defined on Euclidean space, inverse and implicit function theorems. Lebesgue integration over Euclidean space and transformation of integrals. Exterior algebra, measure and integration on manifolds. Stokes\' theorem. Closed and exact forms.
 Repeatability
 Credit given for only one of MATHS 414 or MATHM 414.
MATHS 415 Honors Elementary Complex Variables
 Credits
 3
 Prerequisites
 MATHS 311; or consent of instructor
 Description
 For students with unusual aptitude and motivation. Algebra and geometry of complex numbers, elementary functions of a complex variable, power series, contour integrals, calculus of residues, conformal mapping.
 Repeatability
 Credit given for only one of MATHM 415 or MATHS 415.
 Applied Mathematics
 MATHM 371 Elementary Computational Methods
 MATHM 447 Mathematical Models and Applications I
 MATHM 451
 MATHM 471 Numerical Analysis I
 MATHM 472 Numerical Analysis II
MATHM 371 Elementary Computational Methods
 Credits
 3
 Prerequisites
 MATHM 212, MATHM 213, or MATHS 212
 Description
 Interpolation and approximation of functions, solution of equations, numerical integration and differentiation. Errors, convergence, and stability of the procedures. Students write and use programs applying numerical methods.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
MATHM 447 Mathematical Models and Applications I
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311
 Notes
 P or C: MATHM 365
 Description
 Formation and study of mathematical models used in the biological, social, and management sciences. Mathematical topics include games, graphs, Markov and Poisson processes, mathematical programming, queues, and equations of growth.
MATHM 471 Numerical Analysis I
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311; and MATHM 343 or MATHS 343
 Notes
 Knowledge of a computer language such as FORTRAN, C, C++, etc., is essential for success in this course. Students with other programming backgrounds should consult the instructor
 Description
 Interpolation and approximation of functions, numerical integration and differentiation, solution of nonlinear equations, acceleration and extrapolation, solution of systems of linear equations, eigenvalue problems, initial and boundary value problems for ordinary differential equations, and computer programs applying these numerical methods.
MATHM 472 Numerical Analysis II
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311; and MATHM 343 or MATHS 343
 Notes
 Knowledge of a computer language such as FORTRAN, C, C++, etc., is essential for success in this course. Students with other programming backgrounds should consult the instructor.
 Description
 Interpolation and approximation of functions, numerical integration and differentiation, solution of nonlinear equations, acceleration and extrapolation, solution of s of linear equations, eigenvalue problems, initial and boundary value problems for ordinary differential equations, and computer programs applying these numerical methods.
 Differential Equations
 MATHM 343
 MATHM 344
 MATHM 441 Introduction to Partial Differential Equations with Applications I
 MATHM 442 Introduction to Partial Differential Equations with Applications II
 MATHS 343 Honors Course in Differential Equations
 MATHS 344 Honors Course in Differential Equations II
MATHM 441 Introduction to Partial Differential Equations with Applications I
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311; and MATHM 343 or MATHS 343
 Notes
 R: MATHM 312 or MATHS 312
 Description
 Derivation and methods of solution of classical partial differential equations of mathematical physics: heat, wave, and Laplace equations. Separation of variables, Fourier series, SturmLiouville theory, special functions, Green\'s functions, Fourier transform, first order equations, characteristics and special topics.
MATHM 442 Introduction to Partial Differential Equations with Applications II
 Credits
 3
 Prerequisites
 MATHM 441
 Description
 Derivation and methods of solution of classical partial differential equations of mathematical physics: heat, wave, and Laplace equations. Separation of variables, Fourier series, SturmLiouville theory, special functions, Green\'s functions, Fourier transform, first order equations, characteristics and special topics.
MATHS 343 Honors Course in Differential Equations
 Credits
 3
 Prerequisites
 MATHS 212 or consent of instructor
 Description
 Introduction, with historical examples, first order ordinary differential equations (ODEs) and applications, second order linear ODEs, linear ODEs of higher order, series solutions to linear ODEs, and numerical methods for ODEs. In addition, some theoretical aspects will be studied in detail such as the Picard existence/uniqueness theorem for initialvalue problems, convergence of series solutions, and the matrix exponential exp(tA).
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
MATHS 344 Honors Course in Differential Equations II
 Credits
 3
 Prerequisites
 MATHM 212 or MATHS 212; and MATHM 301, MATHM 303, or MATHS 303; and MATHS 343
 Description
 Covers the topics of MATHM 344, in addition to more theoretical material, which may include topics such as the uniqueness theorem for the inversion of the Laplace transform, introduction to the theory of distributions, derivation of the heat and wave equations, eigenvalues of SturmLiouville boundary problems, and oscillation theory applied to special functions. Meets with MATHM 344, and the additional material will be incorporated in weekly homework sets. Exams will include some of this additional material.
 Repeatability
 Credit given for only one of MATHM 344 or MATHS 344.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
 Probability and Statistics
 MATHM 463 Introduction to Probability Theory I
 MATHM 464 Introduction to Probability Theory II
 MATHS 463 Honors Course in Probability Theory I
MATHM 463 Introduction to Probability Theory I
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311
 Description
 The meaning of probability. Random experiments, conditional probability, independence. Random variables, expected values and standard deviations, moment generating functions. Important discrete and continuous distributions. Poisson processes. Multivariate distributions, basic limit laws such as the central limit theorem.
 Repeatability
 Credit given for only one of MATHM 463 or MATHS 463.
MATHM 464 Introduction to Probability Theory II
 Credits
 3
 Prerequisites
 MATHM 463 or MATHS 463
 Description
 Conditional distributions and expectation, linear and nonlinear regression; simple stochastic processes: Poisson process, process with independent increments, random walk, Markov chain with finite state space; information theory.
MATHS 463 Honors Course in Probability Theory I
 Credits
 3
 Prerequisites
 MATHS 303 and MATHS 311; or consent of instructor
 Description
 Honors version of MATHM 463. For students of outstanding ability in mathematics.
 Analysis
 Mathematics Area 400–499 Level Requirement. One (1) additional course:
 Analysis 400499
 MATHM 413 Introduction to Analysis I
 MATHM 414 Introduction to Analysis II
 MATHS 413 Honors Course in Analysis I
 MATHS 414 Honors Course in Analysis II
 MATHS 415 Honors Elementary Complex Variables
MATHM 413 Introduction to Analysis I
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311
 Description
 Modern theory of real number , limits, functions, sequences and series, RiemannStieltjes integral, and special topics.
MATHM 414 Introduction to Analysis II
 Credits
 3
 Prerequisites
 MATHM 413 or MATHS 413
 Description
 Continuation of MATHM 413. Functions of several variables, Taylor series, extreme values. Manifolds in Euclidean space, Implicit Function Theorem, Inverse Function Theorem. Divergence Theorem and other classical theorems of vector calculus. Special topics.
 Repeatability
 Credit given for only one of MATHM 414 or MATHS 414.
MATHS 413 Honors Course in Analysis I
 Credits
 3
 Prerequisites
 MATHS 312; or consent of instructor
 Description
 Differentiable transformations defined on Euclidean space, inverse and implicit function theorems. Lebesgue integration over Euclidean space and transformation of integrals. Exterior algebra, measure and integration on manifolds. Stokes\' theorem. Closed and exact forms.
MATHS 414 Honors Course in Analysis II
 Credits
 3
 Prerequisites
 MATHS 413; or consent of instructor
 Description
 Differentiable transformations defined on Euclidean space, inverse and implicit function theorems. Lebesgue integration over Euclidean space and transformation of integrals. Exterior algebra, measure and integration on manifolds. Stokes\' theorem. Closed and exact forms.
 Repeatability
 Credit given for only one of MATHS 414 or MATHM 414.
MATHS 415 Honors Elementary Complex Variables
 Credits
 3
 Prerequisites
 MATHS 311; or consent of instructor
 Description
 For students with unusual aptitude and motivation. Algebra and geometry of complex numbers, elementary functions of a complex variable, power series, contour integrals, calculus of residues, conformal mapping.
 Repeatability
 Credit given for only one of MATHM 415 or MATHS 415.
 Applied Mathematics 400499
 MATHM 447 Mathematical Models and Applications I
 MATHM 451
 MATHM 471 Numerical Analysis I
 MATHM 472 Numerical Analysis II
MATHM 447 Mathematical Models and Applications I
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311
 Notes
 P or C: MATHM 365
 Description
 Formation and study of mathematical models used in the biological, social, and management sciences. Mathematical topics include games, graphs, Markov and Poisson processes, mathematical programming, queues, and equations of growth.
MATHM 471 Numerical Analysis I
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311; and MATHM 343 or MATHS 343
 Notes
 Knowledge of a computer language such as FORTRAN, C, C++, etc., is essential for success in this course. Students with other programming backgrounds should consult the instructor
 Description
 Interpolation and approximation of functions, numerical integration and differentiation, solution of nonlinear equations, acceleration and extrapolation, solution of systems of linear equations, eigenvalue problems, initial and boundary value problems for ordinary differential equations, and computer programs applying these numerical methods.
MATHM 472 Numerical Analysis II
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311; and MATHM 343 or MATHS 343
 Notes
 Knowledge of a computer language such as FORTRAN, C, C++, etc., is essential for success in this course. Students with other programming backgrounds should consult the instructor.
 Description
 Interpolation and approximation of functions, numerical integration and differentiation, solution of nonlinear equations, acceleration and extrapolation, solution of s of linear equations, eigenvalue problems, initial and boundary value problems for ordinary differential equations, and computer programs applying these numerical methods.
 Differential Equations 400499
 MATHM 441 Introduction to Partial Differential Equations with Applications I
 MATHM 442 Introduction to Partial Differential Equations with Applications II
MATHM 441 Introduction to Partial Differential Equations with Applications I
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311; and MATHM 343 or MATHS 343
 Notes
 R: MATHM 312 or MATHS 312
 Description
 Derivation and methods of solution of classical partial differential equations of mathematical physics: heat, wave, and Laplace equations. Separation of variables, Fourier series, SturmLiouville theory, special functions, Green\'s functions, Fourier transform, first order equations, characteristics and special topics.
MATHM 442 Introduction to Partial Differential Equations with Applications II
 Credits
 3
 Prerequisites
 MATHM 441
 Description
 Derivation and methods of solution of classical partial differential equations of mathematical physics: heat, wave, and Laplace equations. Separation of variables, Fourier series, SturmLiouville theory, special functions, Green\'s functions, Fourier transform, first order equations, characteristics and special topics.
 Probability and Statistics 400499
 MATHM 463 Introduction to Probability Theory I
 MATHM 464 Introduction to Probability Theory II
 MATHS 463 Honors Course in Probability Theory I
MATHM 463 Introduction to Probability Theory I
 Credits
 3
 Prerequisites
 MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311
 Description
 The meaning of probability. Random experiments, conditional probability, independence. Random variables, expected values and standard deviations, moment generating functions. Important discrete and continuous distributions. Poisson processes. Multivariate distributions, basic limit laws such as the central limit theorem.
 Repeatability
 Credit given for only one of MATHM 463 or MATHS 463.
MATHM 464 Introduction to Probability Theory II
 Credits
 3
 Prerequisites
 MATHM 463 or MATHS 463
 Description
 Conditional distributions and expectation, linear and nonlinear regression; simple stochastic processes: Poisson process, process with independent increments, random walk, Markov chain with finite state space; information theory.
MATHS 463 Honors Course in Probability Theory I
 Credits
 3
 Prerequisites
 MATHS 303 and MATHS 311; or consent of instructor
 Description
 Honors version of MATHM 463. For students of outstanding ability in mathematics.
 Other
 MATHS 499 Reading for Honors (Departmental consent required)
MATHS 499 Reading for Honors
 Credits
 1–12 credit hours
 Prerequisites
 Approval of departmental honors committee
 Description
 None
 Repeatability
 May be repeated for a maximum of 12 credit hours.
 Analysis 400499
 Calculus I. One (1) course:
 Statistics. One (1) course:
 ECONE 370 Statistical Analysis for Business and Economics
 ECONS 370 Statistical Analysis for Business and Economics: Honors
 MATHM 365 Introduction to Probability and Statistics
ECONE 370 Statistical Analysis for Business and Economics
 Credits
 3
 Prerequisites
 MATHM 118, MATHS 118, or MATHV 118
 Notes
 R: ECONE 252 or ECONB 252 and MATHM 119
 Description
 Lectures emphasize the use of basic probability concepts and statistical theory in the estimation and testing of single parameter and multivariate relationships. In computer labs, using Microsoft Excel, each student calculates descriptive statistics, probabilities, and least squares regression coefficients in situations based on current business and economic events.
 Repeatability
 Credit given for only one of ANTHA 306, CJUSK 300, ECONE 370, ECONS 370, MATHK 300, MATHK 310, POLSY 395, PSYK 300, PSYK 310, SOCS 371, SPEAK 300, SPHQ 381, STATK 310, STATS 300, STATS 301, or STATS 303.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
ECONS 370 Statistical Analysis for Business and Economics: Honors
 Credits
 3
 Prerequisites
 MATHM 118, MATHS 118, or MATHV 118; and Hutton Honors student
 Notes
 R: MATHM 119 and ECONE 252 or ECONB 252
 Description
 Honors course. Designed for students of superior ability. Covers same core material as ECONE 370.
 Repeatability
 Credit given for only one of ANTHA 306, CJUSK 300, ECONE 370, ECONS 370, MATHK 300, MATHK 310, POLSY 395, PSYK 300, PSYK 310, SOCS 371, SPEAK 300, SPHQ 381, STATK 310, STATS 300, STATS 301, or STATS 303.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
MATHM 365 Introduction to Probability and Statistics
 Credits
 3
 Prerequisites
 MATHM 212, MATHM 213, or MATHS 212
 Description
 Elementary concepts of probability and statistics. Combinatorics, conditional probability, independence, random variables, discrete and continuous distributions, moments. Statistical inference, point estimation, confidence intervals, test of hypotheses. Applications to social, behavioral, and natural sciences.
 Repeatability
 Credit given for only one of MATHM 360 or MATHM 365.
 Fall 2024CASE NMcourseSummer 2024CASE NMcourse
 Major GPA, Hours, and Minimum Grade Requirements.
 Major GPA. A GPA of at least 2.000 for all courses taken in the major—including those where a grade lower than C is earned—is required.
 Major Minimum Grade. Except for the GPA requirement, a grade of C or higher is required for a course to count toward a requirement in the major.
 Major Upper Division Credit Hours. At least 18 credit hours in the major must be completed at the 300–499 level.
 Major Residency. At least 18 credit hours in the major must be completed in courses taken through the Indiana University Bloomington campus or an IUadministered or IU cosponsored Overseas Study program.
 College Breadth. At least 38 credit hours must be completed in courses from College of Arts and Sciences disciplines outside of the major area.
Major Area Courses

Unless otherwise noted below, the following courses are considered in the academic program and will count toward academic program requirements as appropriate:
 Any course at the 100–499 level with the
ECON or MATH
subject area prefix—as well as any other subject areas that are deemed functionally equivalent  Any course contained on the course lists for the academic program requirements at the time the course is taken—as well as any other courses that are deemed functionally equivalent—except for those listed only under Addenda Requirements
 Any course directed to a nonAddenda requirement through an approved exception
 Any course at the 100–499 level with the
Exclusions
The following courses cannot be applied toward major requirements or the College Breadth requirement:
 ECONE 115 Everyday Economics
 ECONX 373 Internship in Economics
 Any MATHA 100–199
 Any MATHB 100–199
 Any MATHD 100–199
 Any MATHE 100–499
 Any MATHJ 100–199
 Any MATHK 100–499
 Any MATHM 100–199 except MATHM 119; MATHM 120
 MATHM 333
 Any MATHS 100–199
 Any MATHT 100–199
 Any MATHV 100–199
 Any MATHX 100–199
ECONE 115 Everyday Economics
 Credits
 3
 Prerequisites
 None
 Notes
 Cannot be counted toward a major, interdepartmental major, or minor in economics
 Description
 Establishes the foundation necessary to achieve economic literacy by providing an introduction to economic concepts and institutions encountered in daily life: credit markets, inflation, interest rates, taxes, retirement savings, insurance, and the fundamental economic principles underlying these markets.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
ECONX 373 Internship in Economics
 Credits
 1–3 credit hours
 Prerequisites
 Consent of department
 Notes
 Does not count toward a major or minor in economics
 Description
 Supervised work experience in an academic or business environment, including as a teaching assistant for undergraduate classes. Performance evaluation by a faculty mentor.
 Repeatability
 May be repeated for a maximum of 3 credit hours in ECONX 373 and ECONY 398.
 Grading
 S/F grading.
Restrictions
The following restrictions apply to the minimum credit hours required in the major:
 May be repeated for a maximum of 6 credit hours:
 MATHX 170 Service Learning in Mathematics: Community Outreach
 May be repeated once with approval of Department of Mathematics for a maximum of 6 credit hours:
 MATHX 373 Internship in Professional Practice
 May be repeated for a maximum of 12 credit hours:
 MATHX 390 Readings and Research
 Only 6 credit hours may be counted toward a major in economics:
 ECONE 303 Survey of International Economics
 ECONE 331 International Trade
 ECONE 332 International Monetary Economics
 Only 6 credit hours may be counted toward a major in economics:
 ECONE 308 Survey of Public Finance
 ECONE 361
 ECONE 362 Public Finance: Taxation
 Only 9 credit hours may be counted toward a major in economics:
 ECONE 371 Introduction to Applied Econometrics
 ECONE 471 Econometric Theory and Practice I
 ECONE 472 Econometric Theory and Practice II
 ECONS 371 Introduction to Applied Econometrics: Honors
MATHX 170 Service Learning in Mathematics: Community Outreach
 Credits
 1
 Prerequisites
 MATHM 211, MATHS 211, or consent of instructor
 Corequisites
 Current enrollment in another mathematics course
 Description
 Students will work within the community to foster interest, knowledge, and appreciation in mathematics. Assignments will include assisting with activities designed for primary and secondary school levels, documenting those activities in a parental guide, and suggesting related activities for children to pursue at home.
 Repeatability
 May be repeated for a maximum of 6 credit hours in MATHX 170 and MATHY 201
 Grading
 S/F graded.
MATHX 373 Internship in Professional Practice
 Credits
 1–3 credit hours
 Prerequisites
 Consent of department
 Description
 Professional work experience involving significant use of mathematics or statistics. Evaluation by employer and Department of Mathematics. Does not count toward major requirements.
 Repeatability
 May be repeated once with approval of Department of Mathematics for a maximum of 6 credit hours in MATHX 373 and MATHY 398.
 Grading
 S/F grading
MATHX 390 Readings and Research
 Credits
 1–3 credit hours
 Prerequisites
 Consent of supervising member of Mathematics faculty
 Description
 Supervised problem solving.
 Repeatability
 May be repeated for a maximum of 12 credit hours in MATHM 295 and MATHX 390.
ECONE 303 Survey of International Economics
 Credits
 3
 Prerequisites
 ECONE 252 or ECONB 252
 Description
 Basis for and effects of international trade, commercial policy and effects of trade restrictions, balance of payments and exchange rate adjustment, international monetary systems, and fixed versus flexible exchange rates.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
ECONE 331 International Trade
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 Only 6 credit hours from ECONE 303, ECONE 331, and ECONE 332 may be counted toward a major in economics
 Description
 Theories of trade pattern, positive and normative aspects of trade and traderelated policies in competitive and noncompetitive markets; effects of trade liberalization and economic integration; trade policies by developed and developing nations; international factor movements.
ECONE 332 International Monetary Economics
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 Only 6 credit hours from ECONE 303, ECONE 331, and ECONE 332 may be counted toward a major in economics
 Description
 Theory of exchange rate and balance of payments adjustment, macroeconomic policy in open economies, history and comparison of international monetary systems, and proposals for reform.
 Repeatability
 Credit given for only one of ECONE 332 and ECONE 433.
ECONE 308 Survey of Public Finance
 Credits
 3
 Prerequisites
 ECONE 252 or ECONB 252
 Description
 Major elements of taxation and public expenditures.
 Fall 2024CASE SHcourseSummer 2024CASE SHcourse
ECONE 362 Public Finance: Taxation
 Credits
 3
 Prerequisites
 ECONE 321 or ECONS 321
 Notes
 Only 6 credit hours from ECONE 308, ECONE 361, and ECONE 362 may be counted toward a major in economics
 Description
 U.S. tax structure, income redistribution effects, and efficiency in resource allocation. Use of welfare theory and microeconomic models to evaluate particular issues.
ECONE 371 Introduction to Applied Econometrics
 Credits
 3
 Prerequisites
 ECONE 251 or ECONB 251; and ECONE 370 or ECONS 370; and MATHJ 113, MATHM 119, MATHV 119, MATHM 211, or MATHS 211
 Description
 An introduction to the theory and application of leastsquares regression in empirical economics. Review of bivariate and multivariate regression models, hypothesis testing, and confidence intervals. Special topics include model specification, multicollinearity, heteroscedasticity, dummy variables, interactions, and various sources of estimation bias. Students will learn to work with both crosssectional and timeseries datasets, and analyze the data using an econometrics software package.
 Repeatability
 Credit given for only one of ECONE 371 or ECONS 371.
ECONE 471 Econometric Theory and Practice I
 Credits
 3
 Prerequisites
 ECONE 370, ECONS 370, or MATHM 365; and MATHM 301, MATHM 303, or MATHS 303; and MATHM 311 or MATHS 311
 Notes
 Only 9 credit hours from ECONE 371, ECONS 371, ECONE 471, and ECONE 472 may be counted toward a major in economics
 Description
 Emphasis is on the classical linear regression model and its applications. Special topics include finite and asymptotic properties of least squares, hypothesis testing, model specification, dummy variables, proxies, multicollinearity and heteroscedasticity.
ECONE 472 Econometric Theory and Practice II
 Credits
 3
 Prerequisites
 ECONE 471
 Notes
 Only 9 credit hours from ECONE 371, ECONS 371, ECONE 471, and ECONE 472 may be counted toward a major in economics
 Description
 Emphasizes extensions of the classical linearregression model such as: limited dependent variables, instrumental variables, stationary and nonstationary data, fixedeffect and randomeffect models, multipleequation models, censored regression, and sample selection.
ECONS 371 Introduction to Applied Econometrics: Honors
 Credits
 3
 Prerequisites
 ECONE 251 or ECONB 251; and ECONE 370 or ECONS 370; and MATHJ 113, MATHM 119, MATHV 119, MATHM 211, or MATHS 211; and Hutton Honors Student
 Description
 Designed for students of superior ability. Covers same core material as ECONE 371 and substitutes for ECONE 371 as a prerequisite for other courses.
 Repeatability
 Credit given for only one of ECONS 371 or ECONE 371.
This program of study cannot be combined with the following:
 Bachelor of Arts in Economics (ECONBA)
 Bachelor of Arts in Economics and Political Science (ECONPOLSBA)
 Bachelor of Arts in Mathematics (MATHBA)
 Bachelor of Arts in Mathematics and Economics (MATHECONBA)
 Bachelor of Arts in Political Science and Economics (POLSECONBA)
 Bachelor of Science in Economics and Quantitative Methods (ECONQMBS)
 Bachelor of Science in Mathematics (MATHBS)
 Bachelor of Science in Mathematics Program I (MATHBS1)
 Bachelor of Science in Mathematics Program II (MATHBS2)
 Interdepartmental Minor in Economics and Political Science (ECONPOLMIN)
 Interdepartmental Minor in Political Science and Economics (POLSECNMIN)
 Minor in Economics (ECONMIN)
 Minor in Mathematics (MATHMIN)
 [Name unavailable] (INTECONMIN)
Exceptions to and substitutions for major requirements may be made with the approval of the unit's Director of Undergraduate Studies, subject to final approval by the College of Arts and Sciences.
The Bachelor of Arts degree requires at least 120 credit hours, to include the following:
 College of Arts and Sciences Credit Hours. At least 100 credit hours must come from College of Arts and Sciences disciplines.
 Upper Division Courses. At least 42 credit hours (of the 120) must be at the 300–499 level.
 College Residency. Following completion of the 60th credit hour toward degree, at least 36 credit hours of College of Arts and Sciences coursework must be completed through the Indiana University Bloomington campus or an IUadministered or IU cosponsored Overseas Study program.
 College GPA. A College grade point average (GPA) of at least 2.000 is required.
 CASE Requirements. The following College of Arts and Sciences Education (CASE) requirements must be completed:
 CASE Foundations
 CASE Breadth of Inquiry
 CASE Culture Studies
 CASE Critical Approaches: 1 course
 CASE Foreign Language: Proficiency in a single foreign language through the second semester of the second year of collegelevel coursework
 CASE Intensive Writing: 1 course
 CASE Public Oral Communication: 1 course
 CASE Sustainability Literacy: 1 course
 Major. Completion of the major as outlined in the Major Requirements section above.
Most students must also successfully complete the Indiana University Bloomington General Education program.