

The Mathematics Master of Science program at the University of North Carolina provides students with a rigorous and comprehensive foundation in advanced mathematical theories and techniques. The curriculum emphasizes abstract reasoning, problem solving and analytical thinking, equipping learners to tackle complex mathematical challenges in both theoretical and applied contexts. Students develop advanced calculus, linear algebra, mathematical modeling and computational skills, preparing them for careers in research, industry or further graduate study in mathematics and related fields.
Throughout the program, students engage in intensive coursework, research projects and collaborative problem solving exercises that connect theory with practical applications. Faculty mentorship guides learners in exploring specialized areas of mathematics while enhancing critical thinking, proof construction and analytical precision. By integrating theory, computation and modeling, students strengthen research competence, quantitative reasoning, problem solving expertise and analytical insight, ensuring they graduate with both a deep understanding of mathematics and the ability to apply it effectively in diverse contexts.
Semester 1 Foundations in Advanced Mathematics
• Linear Algebra and Matrix Theory
• Advanced Calculus and Real Analysis
• Mathematical Modeling Techniques
• Computational Methods and Programming for Mathematics
Semester 2 Specialized Mathematical Techniques and Research
• Topology and Abstract Algebra
• Differential Equations and Dynamical Systems
• Probability and Statistical Methods
• Research Project in Mathematics
Graduates of this program are prepared for a range of professional roles that require strong mathematical expertise, analytical thinking and research proficiency. Many pursue careers in academic research, data analysis, actuarial science and quantitative modeling, applying mathematical reasoning to solve practical problems. Others work in finance, technology, engineering or government agencies, developing algorithms, modeling complex systems and interpreting data for decision making. The programs emphasis on advanced mathematical theory, computational techniques and applied problem solving equips graduates to adapt to diverse professional contexts and pursue further specialization or doctoral studies in mathematics.
This program is ideal for students who want to combine a solid foundation in advanced mathematics with opportunities for applied research and analytical skill development. Its curriculum provides rigorous training in theoretical and computational methods, allowing learners to explore abstract concepts while applying mathematical techniques to real world problems. Faculty mentorship supports students in developing critical thinking, problem solving, research design and analytical skills. Through coursework, research projects and collaborative exercises, learners strengthen advanced mathematical expertise, analytical reasoning, research oriented problem solving and computational proficiency, preparing them for successful careers in research, industry or further graduate study. With a strong focus on both theory and application, the program equips graduates with the knowledge and skills to excel in complex mathematical and quantitative environments.
Phone: +1 (919) 966-3621
Email: unchelp@admissions.unc.edu
Address: Jackson Hall, 174 Country Club Road, Chapel Hill, NC 27514, USA