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This graduate program provides students with a comprehensive foundation in mathematics. The curriculum equips learners to push the boundaries of understanding in specialized mathematical fields. Candidates complete their studies by producing a dissertation that meaningfully advances scholarly research.
Key research focuses encompass algebraic logic, dynamical systems, functional analysis, nonassociative mathematics, ordered structures, probabilistic combinatorics, and set theory. PhD graduates gain qualifications for academic careers while developing valuable expertise applicable to industrial, financial, and governmental sectors.
The program mandates completion of 135 graduate credits beyond the bachelor's degree, successful preliminary exams, fulfillment of tool requirements, and submission of an original dissertation.
While a master's degree isn't required for PhD admission, all students must earn a mathematics master's degree before accumulating 80 credits in the doctoral program.