MA in Mathematics
The Master of Arts in Mathematics degree program builds students’ expertise in sophisticated mathematical concepts, including analysis, combinatorics, dynamical systems, knot theory, logic and topology. MA students can also take advantage of research opportunities (either for course credit or independently), internships at D.C. institutions and consortium classes. Graduates of the MA program go on to advanced degrees and competitive careers in the public, private and nonprofit sectors.
Full-time students typically complete the program in two years; part-time students typically take three. MA students do not take qualifying exams.
Application Deadline: April 1 (February 1 for scholarship applicants). Fall admission only.
The general requirements stated under Columbian College of Arts and Sciences, Graduate Programs.
30 credits in approved coursework divided between mathematics and one of the following areas of application: computer science, economics, engineering (civil, electrical, mechanical, or systems), operations research, physics, or statistics. No more than 12 credits toward the degree can be outside mathematics. Students must petition and obtain the approval of the graduate committee in order to register for courses outside the department. MATH 6995 Reading and Research (independent study), can be taken only by petition to, and with the approval of, the graduate committee.
Up to 6 credits in courses taken at other institutions of the Consortium of Universities of the Washington Metropolitan Area may count toward degree requirements. Students wishing to take such courses must petition and obtain the approval of the graduate committee.
|Subject to the approval of the graduate committee (requested via petition) and the agreement of the instructor, mathematics graduate students may take up to 6 credits in the undergraduate courses listed below for graduate credit. Appropriate additional work must be assigned for students to receive graduate credit in an undergraduate course.
|Introduction to Combinatorics
|Introduction to Graph Theory
|Introduction to Mathematical Logic
|Axiomatic Set Theory
|Real Analysis I
|Real Analysis II
|Seminar: Topics in Mathematics