In addition to meeting the requirements of the University and of the College of Natural Science, students must meet the requirements specified below.
Regular admission to the Doctor of Philosophy degree program in applied mathematics presupposes academic preparation equivalent to a Master of Science degree with a major in mathematics with a grade–point average of 3.00 or better. However, a student with a bachelor's degree whose undergraduate preparation is strong may be admitted directly to the program upon passing a qualifying examination.
Requirements for the Doctor of Philosophy Degree in Applied Mathematics
The student must:
- Pass the qualifying examination.
- Complete at least 30 credits in approved 800–900 level mathematics courses excluding courses taken in preparation for the qualifying examination and Mathematics 999; at least 18 of the 30 credits must be in applied mathematics courses.
- Present at least two seminars acceptable to the faculty.
- Pass the comprehensive examination.
- Demonstrate a reading knowledge of one foreign language, normally from among French, German, and Russian, sufficient to read the mathematical literature written in that language.
- Complete a dissertation in applied mathematics.
For detailed information regarding the qualifying and comprehensive examinations, contact the Department of Mathematics.