课程名称：A.B. in Mathematics
- 授予学位：学士学位 (Bachelor degree)
- 授予机构: Princeton University
- 学院：Department of Mathematics
国际学生入学要求：
Students must have completed high school with the following recommended courses: four years of English (including continued practice in writing); four years of mathematics; four years of one foreign language; at least two years of laboratory science; at least two years of history (including that of a country or an area outside the United Stated); some study of the visual arts, music, or theater. They must posses SAT reasoning test or ACT, as well as two SAT subject tests. International students must have obtained Test of English as a Foreign Language (TOEFL). Students who have attended an English medium secondary school for at least three years are not required to have the TOEFL results.
- 课程安排：
The modules include MAT 101 Calculus; MAT 102 Calculus; MAT 103 Calculus; MAT 104 Calculus; MAT 191, 192 An Integrated Introduction to Engineering, Mathematics, Physics; MAT 199 Math Alive; MAT 200 Linear Algebra and Multivariable Calculus for Economists; MAT 201 Multivariable Calculus; MAT 202 Linear Algebra with Applications; MAT 203 Advanced Multivariable Calculus; MAT 204 Advanced Linear Algebra with Applications; MAT 214 Numbers, Equations, and Proofs; MAT 215 Analysis in a Single Variable; MAT 217 Honors Linear Algebra; MAT 218 Analysis in Several Variables; MAT 301 Mathematics in Engineering I; MAT 302 Mathematics in Engineering II; MAT 303 Ordinary Differential Equations; MAT 304 Introduction to Partial Differential Equations; MAT 305 Mathematical Programming; MAT 306 Introduction to Graph Theory; MAT 307 Combinatorial Mathematics; MAT 308 Theory of Games (also ECO 318); MAT 309 Probability and Stochastic Systems; MAT 310 Mathematical Statistics; MAT 311 Introduction to Modern Applied Mathematics; MAT 312 Mathematical Logic; MAT 313 Advanced Logic; MAT 314 Introduction to Real Analysis; MAT 317 Complex Analysis with Applications; MAT 322 Algebra with Galois Theory; MAT 323 Algebra; MAT 325 Topology; MAT 326 Algebraic Topology; MAT 327 Introduction to Differential Geometry; MAT 328 Differential Geometry; MAT 330 Analysis I: Fourier Series and Partial Differential Equations; MAT 331 Analysis II: Complex Analysis; MAT 332 Analysis III: Integration Theory and Hilbert Space; MAT 350 Introduction to Differential Equations (see APC 350); MAT 351 Topics in Mathematical Modeling (also APC 351); MAT 390 Probability Theory QR; MAT 391 Random Processes; MAT 407 Mathematical Methods of Physics; MAT 424 Topics in Algebra; MAT 433 Analysis IV: Special Topics in Analysis; MAT 443 Cryptography; MAT 447 Theory of Computation; MAT 448 Introduction to Nonlinear Dynamics; MAT 451, 452 Advanced Topics in Analysis; MAT 453, 454 Advanced Topics in Algebra; MAT 455, 456 Advanced Topics in Geometry.