20172018 Catalog [ARCHIVED CATALOG]
Master of Science in Mathematics


Return to: Degrees and Programs (Graduate and Undergraduate) The nature of the Master of Science in Mathematics degree is the advanced study of mathematical concepts appropriate for individuals who wish to teach mathematics in college level positions that do not require a doctoral degree. This program is also appropriate for high school teachers who seek to become qualified to teach collegelevel mathematics courses as part of a dual credit course program in high school. The high school teachers may complete the program and earn their M.S. in Mathematical Sciences degree or complete 18 credit hours if they have a prior masters degree in another content area.
For degreeseeking students, 36 hours across the 5000 and 6000 levels is required. In addition to completing 15 credit hours from the core courses, students complete 12 credit hours of mathematical electives and 9 credit hours that lead up to a culminating appliedresearch thesis.
Applications are accepted and reviewed throughout the year. Cohorts begin their sequence of classes in the summer term; however, students may begin the program in the fall or spring semester. An application packet, which is first submitted to the Graduate Center, must include:
 Completed application
 Appropriate application fee
 Transcripts from all postsecondary institutions attended
 Resume or Curriculum Vitae
 Two letters of recommendation
 Personal statement/professional goals
Applicants will have to meet the requirements for admission to the Graduate Center, in addition to the program requirements:
 A Bachelor’s degree from an accredited institution in mathematical sciences or related field
 Successful completion of the calculus sequence ( B’s or higher in each course)
 Successful completion of three proofbased mathematics courses (B’s or higher in each course)
Applications will be screened for completeness and fulfillment of minimum requirements by the Graduate Director. Students who have not taken the appropriate mathematics courses, or did not earn the minimum grade requirement, are encouraged to apply and may be conditionally accepted.
The program is presented in a blended format, and lectures are delivered mostly online. Two oncampus sessions are required each semester. In addition to attending the two oncampus sessions, students must have the ability to work independently and collaboratively and have access to, and be competent in, the use of technology. Students must have reliable internet access, and be proficient in webbased communication.
