M.A. in Mathematics: Applied Mathematics

Our Master of Arts (M.A.) in Mathematics provides an opportunity to pursue advanced study in mathematics and develop the skills to help lead you to success in today's technologically-oriented society. Whether the goal involves applying mathematics to solve problems in business and industry, teaching in higher education, preparing for further graduate study in mathematics or related fields, or working in a rapidly the growing field of big data analysis as a statistician, this program enables each student to pursue a course of study that is appropriate for their interests.

To address these varying interests, we offer three concentrations: Pure Mathematics, Applied Mathematics, and Statistics.

The Applied Mathematics Concentration shares three (nine S.H.) core courses with the other two Concentrations. Each has its own required courses, restricted electives, and free electives. The required and restricted electives are concentration specific, and those for the Applied Mathematics Concentration are listed in the table below. We note that the Free Electives for one concentration can come from the Required Courses or Restricted Electives of the other concentrations.

• 10 Courses / 30 Semester Hours
• Foundation Courses: No
• Graduation / Exit / Thesis Requirements: Optional

Note: The courses listed above are not official and are subject to change. For an official list of available courses please visit the Rowan Global section tally.

The following is a list of items required to begin the application process for the program. There may be additional actions or materials required for admission to the program. Upon receipt of the materials below, a representative from the Rowan Global Admissions Processing Office will contact you with confirmation or will indicate any missing items.

• Completed Application Form
• $65 (U.S.) non-refundable application fee
• Bachelor's degree (or its equivalent) from an accredited institution of higher learning
• Official transcripts from all colleges attended (regardless of number of credits earned)
• Current professional resume
• Typewritten statement of professional objectives
  
  
  • Provide reasons for pursuing the program. Describe how you might use this program to advance your career (educational goals beyond the master's level, if applicable, are also relevant).
• Two letters of recommendation
  
  
  • Letters of recommendation should be from professional administrators and include information which attests to applicant's ability to pursue a graduate degree
• Minimum undergraduate cumulative GPA of 2.5 (on a 4.0 scale)
• Applicants are expected to have completed at least 16 semester credits at the undergraduate-level in Mathematics, including subjects such as Calculus through Vector Analysis and Linear Algebra.
  
  
  • For those planning to pursue the Pure Mathematics track, applicants must have completed Differential Equations in addition to upper-level undergraduate mathematics including Modern Algebra and Introduction to Real Analysis.
  • For those planning to pursue the Applied Mathematics track, applicants must have completed Differential Equations. Computer programming skills are highly recommended.
  • For those planning to pursue the Statistics track, applicants must have completed a basic statistics course.