About this program

The Master of Arts in Mathematics guides you through graduate-level work in algebra, analysis and advanced mathematical thinking. You build proof skills, use computational and documentation tools, and learn to present complex ideas clearly. You complete 30 units — including core courses in modern algebra and real analysis, plus electives — then finish with either a thesis defense or a culminating exam and expository paper.

Program Curriculum and Requirements

What you can do

Employment Opportunities

A Master of Arts in Mathematics degree prepares you for careers such as:

Actuaries, Computer Programmers, Computer Systems, Analysts Kindergarten and Elementary School Teachers, Network and Computer Systems Administrators, Postsecondary Teachers, Mathematicians and Statisticians

Program Scope

The M.A. in Mathematics at SF State offers students the opportunity to study advanced mathematics under the guidance of a faculty encompassing many different areas of research. Classes are small, usually fewer than 20, and graduate students pursue their own mathematical interests through seminars and research projects with faculty members.

Admission to the program requires an undergraduate degree but not necessarily in mathematics. Many students with minors in math have succeeded in the SF State graduate program.

Successful applicants are expected to have completed three semesters of calculus, linear algebra, and three upper division math courses, including modern algebra and real analysis, with a grade of B or better. However, an applicant may be admitted conditionally on passing any missing course satisfactorily during the first calendar year of study.

The following are the materials required of applicants to the program:

  • Two letters of recommendation, preferably but not necessarily from math professors.
  • A personal statement.
  • A transcript, which may be either official or unofficial.

Note that neither the GRE nor the TOEFL tests are required.

The expected completion time for the program is two years. After graduation, students enroll in Ph.D. programs or seek employment in the San Francisco Bay Area's technology and financial industries or at one of California's 110 community colleges.

Program Learning Outcomes

  1. Formulate and analyze mathematical conjectures, construct proofs in sound mathematical English, and use these skills to write proofs of statements in advanced linear algebra, abstract algebra, and real and complex analysis.
  2. Use technological tools for computation, for locating and retrieving technical information and conducting literature searches, and for typesetting mathematical documents.
  3. Achieve knowledge integration in content and practice by synthesizing various mathematical tools to understand mathematical phenomena, mathematical models, and solutions to mathematical problems.
  4. Communicate effectively to a variety of audiences using oral, written, and visual modes.

Admissions Information

In addition to the general requirements for admission, applicants to the master's program must have a 3.0 grade point average in the following three courses or their equivalents:

Course list 
Title: Modern Algebra
Code: MATH 335
Units: 3

Title: Real Analysis I
Code: MATH 370
Units: 3

Applicants who fail to satisfy this requirement, but who are qualified in all other respects may be admitted on the condition that they bring their grades in these courses up to the 3.0 average during their first two semesters of graduate study. (These three courses, however, may not be counted as electives toward the M.A. degree).

Admission to the program requires an undergraduate degree but not necessarily in mathematics. Many students with minors in math have succeeded in the SF State graduate program.

Successful applicants are expected to have completed three semesters of calculus, linear algebra, and three upper division math courses, including modern algebra and real analysis, with a grade of B or better. However, an applicant may be admitted conditionally on passing any missing course satisfactorily during the first calendar year of study.

The following are the materials required of applicants to the program:

  • Two letters of recommendation, preferably but not necessarily from math professors 
  • A personal statement 
  • A transcript, which may be either official or unofficial. 
  • Neither the GRE nor the TOEFL tests are required. 

Fall: May 31
Spring: December 15

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