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The applied mathematical and computational sciences PhD program operates independently, offering a comprehensive, cross-disciplinary approach. This curriculum enables students to master both theoretical and practical mathematics while gaining foundational understanding in a complementary field (such as physics, engineering, operations research, chemistry, computer science, economics, statistics, geography, or biological/medical/social sciences). With adaptable structure, learners can focus on applied mathematics domains like differential equations and numerical methods, or explore other mathematical applications. Since computational science plays a vital role in modern applied mathematics, it frequently forms part of both training and thesis work. Ideal candidates should possess enthusiasm for employing mathematical methods or theories to solve real-world challenges in other disciplines.
A U.S. bachelor's degree from a regionally accredited college or university, or an equivalent degree from another country as determined by the Office of Admissions with a minimum grade-point average (GPA) of 3.00.
English Language Requirements: