Directory of Upper Level Math Courses Course descriptions can be found in the University's Course Listing Book.  Sometimes syllabi from previous offerings of a course can be found under the “Courses” link on the Undergraduate Web Page. A tentative schedule of courses for each semester should be available at the "Courses" link on the Undergraduate Web Page early in the preceding semester (sooner than they will be available via WebStac). All courses listed as prerequisites should be passed with a grade of C or better. Stated prerequisites can always be replaced by "...or permission of the instructor."   However the stated prerequisites are generally a fair estimate of the background that is required and a weak performance in a prerequisite course may mean that a student will have difficulty with the next course.  Instructors have every "right" to expect students to be comfortable with the standard material from any prerequisite course. Most courses are marked with the symbols F (Fall) or S(Spring) to indicate the semester when they are most likely to be offered.             FS = “every semester”             AF and AS denote alternate Fall or alternate Spring semesters.               Any courses not marked in this way are offered only irregularly. Math 309 is the only upper level course offered in the Washington University Summer Sessions.

AF        Math 302 Elementary Geometry from an Advanced Point of View  Math 302 is offered in even-numbered fall               semesters. S          Math 308 Mathematics for the Physical Sciences  FS        Math 309 Matrix Algebra FS        Math 310 Foundations for Higher Mathematics F          Math 310W Foundations for Higher Mathematics with Writing             Math 312 Differential Equations and Dynamical Systems FS        Math 318 Introduction to Calculus of Several Variables  FS        Math 3200 Elementary to Intermediate Statistics with Data Analysis S          Math 322 Biostatistics  AF        Math 331 Algebraic Systems Math 331 is offered in odd-numbered fall semesters. AS        Math 3351 Elementary Theory of Numbers  AS        Math 370  Introduction to Combinatorics              Math 371  Graph Theory AF        Math 403C Mathematical Logic I  (= L30 Philosophy 403)             Math 407  Introduction to Differential Geometry  AS        Math 408 Nonparametric Statistics             Math 410  Introduction to Fourier Series and Integrals  F          Math 4111 Introduction to Analysis  S          Math 4121 Introduction to Lebesgue Integration . AF        Math 415 Partial Differential Equations AF        Math 416 Complex Variables  F          Math 417 Introduction to Topology and Modern Analysis I        S          Math 418 Introduction to Topology and Modern Analysis II  AS        Math 420 Experimental Design F          Math 429 Linear Algebra   S          Math 430 Modern Algebra  AF        Math 434 Survival Analysis AF        Math 439 Linear Statistical Models F          Math 449  Numerical Applied Mathematics  S          Math 450 Topics in Applied Mathematics     S          Math 459  Bayesian Statistics  F          Math 475  Statistical Computation F          Math 493  Probability   S          Math 494  Mathematical Statistics     AS        Math 495  Stochastic Processes  FS        Math 501C-502C Methods of Theoretical Physics I-II  (=L31 Physics 501-502) FS        Math 5021-5022  Complex Analysis I, II  FS        Math 5031-5032  Algebra I-II  F/AS    Math 5041-5042/5043  Geometry I-II /Algebraic Topology  (5041 is offered every fall, and 5042/5043 alternate in                                                                                                                spring semesters) FS        Math 5051-5052  Measure Theory and Functional Analysis I-II  AF/AS  Math 5061-5062 Theory of Statistics I-II