Program Overview
Program Overview
The Department of Mathematics at Princeton University offers a comprehensive program in mathematics, including undergraduate and graduate degrees. The program is designed to provide students with a solid foundation in mathematical concepts, techniques, and applications.
Undergraduate Program
The undergraduate program in mathematics is designed to provide students with a broad-based education in mathematics, including courses in calculus, linear algebra, differential equations, and probability and statistics. The program also offers a range of elective courses in areas such as number theory, algebra, geometry, and topology.
Program Requirements
The undergraduate program in mathematics requires students to complete a minimum of 36 courses, including:
- 12 courses in mathematics
- 8 courses in physics
- 4 courses in computer science
- 4 courses in humanities and social sciences
- 4 courses in natural sciences
- 4 courses in engineering
Admission Criteria
Admission to the undergraduate program in mathematics is based on a student's academic record, including their performance in mathematics and science courses. Students are also required to submit standardized test scores, such as the SAT or ACT.
Placement Information
The mathematics department offers placement tests to help students determine which mathematics course is most suitable for them. The placement test is designed to assess a student's knowledge of mathematical concepts and techniques.
Graduate Program
The graduate program in mathematics is designed to provide students with advanced training in mathematical concepts, techniques, and applications. The program offers a range of courses in areas such as algebra, geometry, topology, and analysis.
Program Requirements
The graduate program in mathematics requires students to complete a minimum of 12 courses, including:
- 6 courses in mathematics
- 2 courses in computer science
- 2 courses in physics
- 2 courses in engineering
Admission Criteria
Admission to the graduate program in mathematics is based on a student's academic record, including their performance in mathematics and science courses. Students are also required to submit standardized test scores, such as the GRE.
Course Descriptions
The mathematics department offers a range of courses in mathematics, including:
- MAT103 Calculus I: An introduction to the mathematics of change and a gateway to further work in the natural sciences, engineering, economics, and finance as well as the social sciences.
- MAT104 Calculus II: A continuation of MAT103, covering topics such as optimization, the geometry of curves, approximation and error analysis, counting and estimating roots, average behavior, and estimating change.
- MAT175: A course in mathematics for students who are interested in economics and finance.
FAQ
- Q: What kind of calculator do I need for calculus at Princeton? A: The math department does not use calculators in its introductory classes.
- Q: Based on the course description for MAT103, I think I am probably ready for MAT104, but I don’t have test scores to back that up. A: Try the sample problems to test your 103 knowledge. If you can solve most of those problems, go ahead and sign up for 104, but take the placement quiz results seriously.
- Q: What kind of help is available if I run into unexpected difficulty? A: Lots of help is available, including academic advisers and math advisers. Early action can make a big difference.
Research Areas
The mathematics department at Princeton University has a strong research program, with faculty members working in a range of areas, including:
- Algebra
- Geometry
- Topology
- Analysis
- Number theory
Career Development
The mathematics department offers a range of resources to help students develop their careers, including:
- Career counseling
- Internship opportunities
- Job placement services
Conclusion
The Department of Mathematics at Princeton University offers a comprehensive program in mathematics, including undergraduate and graduate degrees. The program is designed to provide students with a solid foundation in mathematical concepts, techniques, and applications, as well as opportunities for research and career development.