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The Master of Arts in Pure Mathematics offers an adaptable curriculum focusing on advanced theoretical mathematics (including algebra, analysis, geometry, number theory, and topology) beyond undergraduate studies. This program does not require or offer a thesis option. Ph.D. candidates in pure mathematics may request this MA degree upon completing the necessary credit hours.
Program Learning Objectives
Upon completion, graduates will demonstrate the ability to:
Construct rigorous mathematical arguments using precise definitions, stated assumptions, and logical deductions.
Solve problems effectively by examining examples, formulating hypotheses, evaluating solutions, and verifying results.
Apply innovative approaches to mathematical challenges, including experimenting with various methods and adjusting problems for solvability.
Present mathematical concepts clearly through both spoken and written communication.
Deliver effective instruction in university-level mathematics courses.
Recognize and comprehend interdisciplinary relationships within mathematics.
Gain familiarity with diverse mathematical specializations.