The Department of Economics at NYU Arts & Science, in conjunction with the Courant Institute of Mathematical Sciences, offers a joint-major program in Economics and Mathematics. This program is designed for students who possess strong mathematical abilities and are seeking formal training in economic analysis combined with advanced mathematical methodologies. It is particularly beneficial for those intending to pursue graduate studies in economics or other quantitative fields. The curriculum follows the Theory concentration of the Economics major, requiring a robust set of courses in both disciplines.
The joint major requires completion of nine economics courses and nine mathematics courses. Students will follow the curriculum for the Economics major's Theory concentration.
Tuition and living cost information is not provided for this program.
This program is offered by NYU Arts & Science's Department of Economics and the Courant Institute of Mathematical Sciences. It is designed for students with strong mathematical abilities who want formal training in economic analysis combined with advanced mathematical methods.
This joint major is well-suited for students planning to pursue graduate studies in economics or related quantitative fields. It provides a strong foundation for advanced academic work.
The program requires the completion of nine economics courses, including Microeconomic Analysis and Macroeconomic Analysis, and nine mathematics courses, such as Mathematics for Economics I, II, and III, and Linear Algebra.
Tuition and living cost information is not provided for this specific program.
Consult the general undergraduate admissions procedures for New York University and the specific requirements of the Department of Economics and the Department of Mathematics. You should familiarize yourself with the program requirements and consult departmental websites for detailed advice.
This joint major is intended for students who possess strong mathematical skills. Specific academic and English language requirements should be confirmed through the university's general admission process.