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

  The course is designed to introduce basic tools to study mathematical models in the life sciences including their practical applications. Th focus will be on understanding the prcess, implications, and results of modeling phenomena in life sciences in the laboratory setting of field. The course investigates exponential growth and logistic models, cooperative, competitive, and predator-prey models, harvesting models, and epidemiological models. The integrated laboratory experience consists of several experiments on model organisms such as bacteria, flour beetles (Tribolium), protists, and duckweed. In addition, human epidemiological data will also be utilized. Offered every fall semester. Prerequisite: MATH 1307 or 1311.

• 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
• 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