Course Descriptions

• 1190 - Putnam Exam Seminar
• 1301 - PreCalculus
• 1307 - Calculus I for Life and Social Sciences
• 1308 - Calculus II for Life and Social Sciences
• 1310 - Mathematics for Decision Making
• 1311 - Calculus I
• 1312 - Calculus II
• 1320 - Statistical Methods
• 2303 - Math for Elementary School Teachers
• 2321 - Calculus III
• 2324 - Numerical Calculus
• 3310 - Mathematical Models in Life Sciences
• 3311 - Probabilistic Models in Life Sciences
• 3323 - Linear Algebra
• 3326 - Introduction to Abstract Mathematics
• 3334 - Probability
• 3335 - Mathematical Statistics
• 3336 - Differential Equations & Linear Algebra
• 3338 - Mathematical Modeling
• 3341 - Number Theory I
• 3343 - Combinatorics I
• 3351 - Numerical Analysis I & II
• 3355 - Non-Euclidean Geometry
• 3357 - Partial Differential Equations
• 3359 - Difference Equations
• 3360 - Real Analysis I

  An introduction to the real number system, elementary topology of Euclidean spaces, and the calculus of real-valued functions of one and several variables including a rigorous development of limits, continuity, differentiation, and integration. Fall and Spring, odd years. Prerequisite: MATH 3326.

• 3362 - Modern Algebra I
• 3366 - Differential Equations
• 3x90 - Reading and Conference
• 4324 - Linear Algebra II
• 4336 - Stochastic Processes
• 4342 - Number Theory II
• 4344 - Combinatorics II
• 4361 - Real Analysis II
• 4363 - Modern Algebra II
• 4364 - Theory of Complex Variables
• 4365 - Topology
• 4367 - Dynamical Systems
• 4391 - Special Topics
• 2094 - Major's Seminar
• 3194 - Junior Writing Workshop Seminar
• 4394 - Senior Project
• 4398/4399 - Honors Thesis