We expect to offer regular advanced courses at least as often as listed below.
Click here for anticipated special topics courses.
Click here for a chart of the prerequisites of regular advanced courses in mathematics.
Linear Algebra with Applications (Math 272)
Transition to Theoretical Mathematics (Math 290)
Case Studies in Mathematical Modeling (Math 301)
Geometry (Math 323)
Probability (Math 335)
Complex Analysis (Math 345)
Abstract Algebra I (Math 351)
Topology (Math 358)
Special Topic: Matroid Theory
Discrete Structures (Math 182)
Linear Algebra with Applications (Math 272)
Techniques of Mathematical Modeling (Math 282)
Transition to Theoretical Mathematics (Math 290)
Vector Spaces (Math 300)
Operations Research (Math 306)
Partial Differential Equations (Math 312)
Number Theory (Math 328)
Mathematical Statistics (Math 336)
Introduction to Real Analysis (Math 356)
Special Topic: Topics in Algebra.
Linear Algebra with Applications (Math 272)
Transition to Theoretical Mathematics (Math 290)
Case Studies in Mathematical Modeling (Math 301)
Combinatorics (Math 325)
Probability (Math 335)
Advanced Multivariable Calculus (Math 343)
Abstract Algebra I (Math 351)
History of Mathematics (Math 360)
Special Topic: An Introduction to Mathematical Biology
Special Topic: Infinite Sets
Discrete Structures (Math 182)
Linear Algebra with Applications (Math 272)
Techniques of Mathematical Modeling (Math 282)
Transition to Theoretical Mathematics (Math 290)
Vector Spaces (Math 300)
Operations Research (Math 306)
Ordinary Differential Equations (Math 310)
Mathematical Statistics (Math 336)
Abstract Algebra II (Math 352)
Introduction to Real Analysis (Math 356)
Special Topic: Advanced Analysis (Math 386)