Beginning with students admitted in the fall of 2026, all students pursuing on-ground master's degree programs must complete a university-level experiential learning requirement. This requirement may be fulfilled through the curriculum, co-op, or other work- or industry-integrated learning experiences.
Complete all courses and requirements listed below unless otherwise indicated.
Core Requirements
| Code | Title | Hours |
|---|---|---|
| Modeling and Linear Algebra | ||
| Complete 4 semester hours from the following: | 4 | |
| Applied Linear Algebra and Matrix Analysis | ||
| Algebra 1 | ||
| Introduction to Mathematical Methods and Modeling | ||
| Probability and Analysis | ||
| Complete 4 semester hours from the following: | 4 | |
| Analysis 1: Functions of One Variable | ||
| Probability 1 | ||
| Statistics | ||
| Complete 8 semester hours from the following: | 8 | |
| Machine Learning and Statistical Learning Theory 1 | ||
| Mathematical Statistics | ||
| Applied Statistics | ||
Concentrations or Electives Option
A concentration is not required. Students may complete the electives option in lieu of a concentration.
Optional Co-Op Experience
| Code | Title | Hours |
|---|---|---|
| Complete the following. Students must complete EESC 6500 to qualify for co-op experience: | ||
| EESC 6500 | Pathways to Professional Success | 1 |
| Complete one of the following: | 0 | |
| Co-op Work Experience | ||
| Co-op Work Experience - Half-Time | ||
| Co-op Work Experience Abroad | ||
Program Credit/GPA Requirements
32 total semester hours required (33 semester hours for students who opt to participate in co-op)
Minimum 3.000 GPA required
Data Science Concentration
| Code | Title | Hours |
|---|---|---|
| No more than 8 semester hours of coursework outside of the MATH subject code may be applied to the requirements of this concentration. | ||
| Core | ||
| Complete 8 semester hours from the following (students may take other Khoury College of Computer Sciences courses not on the list in consultation with their faculty advisor): | 8 | |
| Algorithms | ||
| Machine Learning | ||
| Data Mining Techniques | ||
| Collecting, Storing, and Retrieving Data | ||
| Introduction to Data Mining/Machine Learning | ||
| Supervised Machine Learning and Learning Theory | ||
| Unsupervised Machine Learning and Data Mining | ||
| Introduction to Machine Learning and Pattern Recognition | ||
| Machine Learning and Statistical Learning Theory 1 | ||
| Electives | ||
| Complete 8 semester hours of courses at the 5000 level or above in the following subject area. See suggested elective course list. | 8 | |
MATH | ||
Mathematical Foundations of Intelligence Concentration
| Code | Title | Hours |
|---|---|---|
| No more than 8 semester hours of coursework outside of the MATH subject code may be applied to the requirements of this concentration. | ||
| Core | ||
| Complete 8 semester hours from the following (students may take other CS or EECE courses not on the list in consultation with their faculty advisor): | 8 | |
| Foundations of Artificial Intelligence | ||
| Applied Programming and Data Processing for AI | ||
| Reinforcement Learning and Sequential Decision Making | ||
| Pattern Recognition and Computer Vision | ||
or EECE 5639 | Computer Vision | |
| Natural Language Processing | ||
| Foundations for Generative AI | ||
| Deep Learning | ||
| Special Topics in Artificial Intelligence | ||
| Electives | ||
| Complete 8 semester hours of courses at the 5000 level or above in the following subject area. See suggested elective course list. | 8 | |
MATH | ||
Operations Research Concentration
| Code | Title | Hours |
|---|---|---|
| No more than 8 semester hours of coursework outside of the MATH subject code may be applied to the requirements of this concentration. | ||
| Core | ||
| Complete 8 semester hours from the following (students may take other College of Engineering courses not on the list in consultation with their faculty advisor): | 8 | |
| Supply Chain Engineering | ||
| Algorithms for Optimization | ||
| Optimization and Complexity | ||
| Probability 2 | ||
| Deterministic Operations Research | ||
| Probabilistic Operation Research | ||
| Network Analysis and Advanced Optimization | ||
| Logistics, Warehousing, and Scheduling | ||
| Electives | ||
| Complete 8 semester hours of courses at the 5000 level or above in the following subject area. See suggested elective course list. | 8 | |
MATH | ||
Electives Option
| Code | Title | Hours |
|---|---|---|
| Complete 16 semester hours in the following subject area. Students may take MATH courses at the 5000 level or above listed in other concentrations or the suggested elective course list. Courses outside of MATH may be chosen with faculty approval. | 16 | |
| No more than 8 semester hours of coursework outside of the MATH subject code may be applied to requirements of this option. | ||
MATH | ||
Suggested Electives Course List
| Code | Title | Hours |
|---|---|---|
| Students may complete other MATH courses not listed below and courses outside of MATH in consultation with their faculty advisor: | ||
| Essentials of Data Science | ||
| Fundamentals of Computer Engineering | ||
| Foundations of Statistical Theory and Probability | ||
| Quantum Computation and Information | ||
| Stochastic Processes | ||
| Statistical Learning | ||
| Master's Project | ||
| Numerical Analysis 1 | ||
| Numerical Analysis 2 | ||
| Algorithms for Optimization | ||
| Riemannian Optimization | ||
| Graph Theory | ||
| Optimization and Complexity | ||
| Machine Learning and Statistical Learning Theory 2 | ||
| Probability 2 | ||
| Mathematical Statistics | ||
| Regression, ANOVA, and Design | ||
| Capstone: Applications of Statistics and Modeling | ||
| Additional Courses | ||
| The following are some theoretical MATH courses usually taken in the PhD program (these may not be offered every academic year): | ||
| Analysis 2: Functions of Several Variables | ||
| Algebra 2 | ||
| Partial Differential Equations 1 | ||
| Topology 2 | ||
| Algebraic Number Theory | ||
| Modern Algebraic Geometry | ||
| Morse Theory | ||
| Topics in Combinatorics | ||
| Readings in Probability and Statistics | ||
| Research Seminar in Mathematics | ||