Application deadline: December 15
Completion of the program requires a maximum effort by the student for a minimum of four years of full-time work.
Screening Procedure
The screening procedure consists of written examinations covering core mathematics content. Student must pass three written exams chosen from among the following five core subjects:
- Algebra
- Analysis
- PDE
- Probability
- Topology
The department offers the examinations twice a year, prior to the beginning of the Fall and Spring semesters.
Either the Algebra or Analysis examination must be successfully completed by the end of the second semester in the program. All of the examinations must be successfully completed by the end of the fourth semester.
The qualifying examination should follow one or two semesters after the successful completion of the screening procedure.
Qualifying Exam Committee
No later than at the end of the first semester after passing the screening procedure, the student must form a qualifying exam committee. The committee must consist of an adviser (committee chair) and four other faculty members, including at least one from another department.
Qualifying Examination
The qualifying examination consists of written and oral components.
The written portion of the qualifying examination consists of a PhD dissertation proposal. This document (6 pages minimum) should include: an introduction and overview of the area of research, a statement of the proposed research problem, literature survey, proposed approach including techniques or methods to be employed and references. No preliminary results are required. This research proposal should be submitted to the qualifying exam committee at least one week before the oral component of the exam.
The oral portion of the qualifying examination consists of a presentation of the PhD dissertation proposal and examination by the committee. The student must demonstrate research potential.
The student must register for MATH 794a in the semester immediately following successful completion of the qualifying examination.
Course Requirements
The student must complete, with no grade lower than B, a minimum of 60 units of courses carrying graduate credit. Courses outside of the Mathematics Department must be approved by the Graduate Committee.
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