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The Mathematics Doctor of Philosophy (PhD) represents the pinnacle of academic achievement within our program. Successful candidates will have proven their capacity for autonomous scholarly investigation, generating novel mathematical insights within their chosen field. These individuals emerge fully equipped for research roles and teaching positions at universities worldwide. Beyond academia, our PhD recipients are highly valued by corporate and public sector organizations for their self-sufficiency, analytical prowess, and demonstrated perseverance. The program features two distinct pathways: Theoretical Mathematics and Applied Mathematics. While both tracks share core elements, they diverge in their preliminary coursework and qualifying criteria during the initial two years. The theoretical pathway mandates excellence in our Abstract Algebra (Math 6111, Math 6112) and Real Analysis (Math 6211, Math 6212) sequences, requiring minimum A- grades or equivalent exam performance. Conversely, the applied pathway incorporates an essential Scientific Computing (Math 6601) component, selective algebra/analysis coursework, plus three electives from Math 6602, Math 6411, and Math 6451, alongside the fundamental algebra and analysis classes. This applied track provides greater curricular adaptability while necessitating completion of an approved STEM graduate course outside mathematics.
English Language requirements: