Mathematics
Hieu Nguyen, Ph.D.
Academic Adviser
Department of Mathematics
Robinson Hall
(856) 256-4500X3886
nguyen@rowan.edu

The M.A. in Subject Matter Teaching-Mathematics provides teachers
of high school mathematics the opportunity to acquire a more extensive
and more secure mathematical background. By reading research and
participating in seminars, the program also develops an awareness of
relevant and current educational theory. Graduates are able to assume
professional leadership roles.
Additional Admission Requirements
In addition to the minimum requirements of the University, students must
have an undergraduate background in Abstract Algebra, Geometry, and
Calculus III. If not, up to 6 S.H. of upper level undergraduate
course work may also be required.
Graduation Requirements
In addition to the completion of course requirements, students must pass
a comprehensive examination mathematics education given by
the Department of Mathematics. A thesis will be written in
Problems in Math Education I & II (0833.600 and 0833.601).
![]()
COURSE REQUIREMENTS
I. Basic Professional Component ..............................6-9 S.H.
At least one course from each of two of the following three areas is required:
II. Teaching Specialization .........................................18-21
S.H.
A. Required ...................................................................9 S.H.
1701.500 Foundations of Mathematics
1703.550 Topics in Discrete Mathematics
1701.522 History of Mathematics
B. Restricted Electives ..................................................9-12 S.H.
1701.502 Linear Algebra
1701.503 Number Theory
1701.504 Mathematical Logic
1701.505 Probability & Statistics
1701.507 Differential Geometry
1701.510 Real Analysis I
1701.511 Real Analysis II
1701.512 Complex Analysis I
1701.513 Complex Analysis II
1701.520 Topics-Applied Mathematics
1701.521 Non-Linear Differential Equations
1701.524 Abstract Algebra I
1701.525 Modern Geometry
1701.526 Point Set Topology
1701.527 Abstract Algebra II
1701.529 Numerical Analysis OR Selected Graduate Computer Science Courses
III. Seminar and Research..................................6 S.H.
0833.600 Problems in Mathematics Education I
0833.601 Problems in Mathematics Education II
TOTAL ....................................................33 S.H.