Mathematics (Ph.D.)

The Ph.D. in Mathematics is a rigorous program designed for students seeking advanced research opportunities in pure and applied mathematics. With a strong emphasis on analytical thinking, problem-solving and mathematical modeling, the program prepares graduates for careers in academia, industry and government. Students work closely with expert faculty on cutting-edge research in areas such as algebra, analysis, topology and mathematical physics. The program develops the theoretical and computational skills necessary for high-level problem-solving and innovation, equipping graduates to contribute to advancements in science, technology and mathematics education.

Students may be admitted to the status of Ph.D. applicant if they meet all Graduate School requirements for admission, presents a grade point average of 3.0 (‘B’=3) for the upper division of the undergraduate course work and are accepted for study toward the degree by their school or college and major department. Additional requirements (e.g., letters of recommendation, undergraduate research experience, personal interview, specific coursework, service learning) are specified by departments and programs. Students presenting less than a 3.0 undergraduate grade point average are required to complete a master's degree program, or its equivalent, prior to consideration for admission to a Ph.D. program.