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The Master of Science in Applied Mathematics is designed as a final, career-focused degree that builds upon undergraduate studies, concentrating on practical applications across scientific fields such as engineering, biology, finance, and physics. Candidates must complete and defend a thesis based on research conducted in collaboration with a faculty advisor.
Program Learning Objectives
Upon completing this program, graduates will demonstrate the ability to:
Solve problems proficiently by examining cases, formulating hypotheses, and evaluating solutions.
Construct rigorous mathematical arguments by precisely defining problems, stating assumptions, and drawing valid conclusions.
Tackle mathematical challenges with innovation, employing diverse strategies and adapting problems when needed.
Present mathematical concepts clearly through both speech and written work.
Deliver effective instruction in collegiate mathematics courses.
Develop specialized expertise within a specific area of applied mathematics.