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Careers rooted in mathematics are in high demand, but there are limited graduates in this field.

The Department of Mathematics curriculum is designed to provide:

• Competence in the basic skills and understanding for dealing with numbers and forms.
• Communication of thought through symbolic expressions and graphs.
• Cultural advancement through a realization of the significance of mathematics in its relation to the total physical and social structure.
• Preparation for future study and research in mathematics.
• Preparation of teachers of mathematics.
• An understanding of mathematics as a logical system of ordered ideas.

Mission

The Mission of the Department of Mathematics is to provide a high-quality mathematics education that develops analytical reasoning, quantitative literacy, problem-solving skills, and effective communication. The department prepares students for careers, graduate studies, research, teaching, and lifelong learning while fostering an appreciation for the role of mathematics in science, technology, society, and culture.

Goal

Mathematical Knowledge and Competence: Develop students’ understanding of fundamental and advanced mathematical concepts, methods, and structures.

Critical Thinking and Problem Solving: Cultivate logical reasoning, analytical thinking, and the ability to solve theoretical and applied problems.

Mathematical Communication: Enhance students’ ability to communicate mathematical ideas effectively through symbols, graphs, technology, written work, and oral presentations.

Professional and Academic Preparation: Prepare students for successful careers, graduate and professional studies, research opportunities, and mathematics teaching.

Appreciation of Mathematics in Society: Promote awareness of the significance of mathematics in understanding and addressing problems in science, technology, business, education, and the broader community.

Objectives

Upon completion of a mathematics degree, graduates will be able to:

1. Demonstrate proficiency in core areas of mathematics, including algebra, calculus, statistics, and higher-level mathematical reasoning.
2. Apply mathematical techniques, models, and computational tools to solve real-world and abstract problems.
3. Construct, analyze, and evaluate mathematical arguments and proofs using rigorous logical reasoning.
4. Communicate mathematical concepts, methods, and results clearly and accurately through written, graphical, symbolic, and oral forms.
5. Utilize appropriate mathematical software, technology, and statistical methods to analyze data and support decision-making.
6. Recognize and explain the applications of mathematics across disciplines, including science, engineering, economics, education, and social sciences.
7. Demonstrate professional, ethical, and collaborative skills necessary for careers, teaching, research, and advanced study.
8. Exhibit intellectual curiosity and the ability to engage in continued learning and professional growth in mathematics and related fields.