The Department of Mathematics is a dynamic and forward-looking academic hub dedicated to the study, exploration, and advancement of mathematical knowledge. Our mission is to provide students with a rigorous foundation in pure and applied mathematics, enabling them to develop critical reasoning, analytical thinking, and problem-solving skills that are essential in today’s data-driven and technologically advanced world.
The program is designed to cultivate a deep understanding of mathematical theory while encouraging interdisciplinary connections with fields such as physics, computer science, economics, and engineering. Students will engage in logical reasoning, abstract thinking, and quantitative analysis, gaining the ability to model real-world problems and contribute innovative solutions across diverse professional and research domains.
The Department’s courses span a broad range of topics including algebra, analysis, geometry, number theory, probability, statistics, and computational mathematics. This wide offering allows students to pursue both pure mathematics—focused on theoretical structures—and applied mathematics, which bridges mathematics with real-world applications. The curriculum encourages research, collaboration, and the use of modern computational tools to enhance learning and discovery.
Graduates of the Bachelor of Mathematics program will be prepared for careers in academia, data science, finance, technology, research, and other fields where logical precision and quantitative expertise are valued. They will also possess the intellectual flexibility to pursue advanced studies in mathematics and related disciplines.
| Total course requirements for degree program are as follows: | |
| Major: Core | 21 courses (63 credits) |
| Major: Concentration | 06 courses (18 credits) |
| General Education Courses | 10 courses (30 credits) |
| Optional/Minor | 05 courses (15 credits) |
| Total | 42 courses (129 credits) |
Notes: All courses are 3 credits unless otherwise indicated.