Applicant's letter discussing reasons for wishing to pursue this specific program.
Residence
Six semester hours beyond the master's degree may be transferred into the program. Two consecutive semesters of full-time study are required in residence.
Committees and Advising
The student will be advised initially by the departmental graduate committee. This group will be the student's temporary advising committee and will assist in the selection of the student's permanent committee who will supervise the remainder of the student's program.
Requirements
The program requires coursework, a thesis, teaching internships, and examinations as described below. The program must include a minimum of 48 credits, and at least two 600-level sequences taken in residence. Approval for optional courses is granted by the Mathematics Department Graduate Committee.
A. Coursework
- Mathematics Component
MATH 625-626 Real Analysis 6 cr
MATH 627-628 Complex Analysis 6 cr
MATH 631-632 Abstract Algebra 6 cr
MATH 671-672 Topology 6 cr
Twelve additional 600-level Mathematics credits, including one full-year sequence
- Interdisciplinary and Applied Mathematics Component
MATH 550-551 Mathematical Statistics
Nine additional hours of approved interdisciplinary or applied mathematics coursework
- Education Component
EDUC 676 College and University Teaching, or an approved related course
MATH 692 Doctor of Arts Seminar
MATH 693 Mathematical Exposition
An approved course in technical or expository writing
B. Doctor of Arts Thesis
The Doctor of Arts Thesis is an expository or research paper in mathematics or mathematics education. Six hours of course credit are given for the completion of the thesis.
C. Teaching Internship
Each candidate must complete teaching internships under the supervision of the departmental Graduate Committee. Six hours of course credit must be earned in MATH 700 Supervised Teaching Internship.
D. Examinations
- DA Written Examination: A written comprehensive examination on undergraduate-level mathematics.
- Oral Examination: An oral examination on graduate-level mathematics including the four areas of competence described in Section A. above, and the candidate's program of graduate coursework.
- Final Examination: The candidate will present to the public a lecture on the candidate's dissertation, and will answer any questions that arise. Following the lecture and question period, the candidate will be examined orally by the candidate's dissertation committee on topics related to the dissertation.