This is a named option within the Mathematics M.A. It is designed to strengthen the student's mathematics background and enhance the opportunities for applications to Ph.D. programs and for employment as a mathematician in nonacademic environments.
Admission is competitive. Applicants to the Ph.D. program are automatically considered for financial support. For more information about application to the Ph.D. and M.A. programs, see the department's admission website.
Graduate School Admissions
Graduate admissions is a two-step process between academic degree programs and the Graduate School. Applicants must meet requirements of both the program(s) and the Graduate School. Once you have researched the graduate program(s) you are interested in, apply online.
Graduate School Resources
Resources to help you afford graduate study might include assistantships, fellowships, traineeships, and financial aid. Further funding information is available from the Graduate School. Be sure to check with your program for individual policies and processes related to funding.
The Department of Mathematics cannot provide financial support for the Master's–Foundations of Advanced Studies Degree program. Students enrolled in this program may not accept University appointments which grant waivers of tuition and/or academic fees, cf. the policy on campus employment.
Minimum Graduate School Requirements
Review the Graduate School minimum academic progress and degree requirements, in addition to the program requirements listed below.
Named Option Requirements
MODE OF INSTRUCTION
|Face to Face||Evening/Weekend||Online||Hybrid||Accelerated|
Mode of Instruction Definitions
Evening/Weekend: These programs are offered in an evening and/or weekend format to accommodate working schedules. Enjoy the advantages of on-campus courses and personal connections, while keeping your day job. For more information about the meeting schedule of a specific program, contact the program.
Online: These programs are offered primarily online. Many available online programs can be completed almost entirely online with all online programs offering at least 50 percent or more of the program work online. Some online programs have an on-campus component that is often designed to accommodate working schedules. Take advantage of the convenience of online learning while participating in a rich, interactive learning environment. For more information about the online nature of a specific program, contact the program.
Hybrid: These programs have innovative curricula that combine on-campus and online formats. Most hybrid programs are completed on-campus with a partial or completely online semester. For more information about the hybrid schedule of a specific program, contact the program.
Accelerated: These on-campus programs are offered in an accelerated format that allows you to complete your program in a condensed time-frame. Enjoy the advantages of on-campus courses with minimal disruption to your career. For more information about the accelerated nature of a specific program, contact the program.
|Minimum Credit Requirement||30 credits|
|Minimum Residence Credit Requirement||16 credits|
|Minimum Graduate Coursework Requirement||The coursework must consist of graduate-level coursework; courses with the Graduate Level Coursework attribute are identified and searchable in the university's Course Guide (https://registrar.wisc.edu/course-guide/).|
|Overall Graduate GPA Requirement||3.00 GPA required.|
|Other Grade Requirements||None.|
|Assessments and Examinations||None.|
|Language Requirements||No language requirements.|
|These courses must be taken by all students, except when it is determined by the director of graduate studies that equivalent courses were taken prior to entering the program.|
|MATH 522||Analysis II||3|
|MATH 542||Modern Algebra||3|
|All other 500-level and all 600-level courses in Mathematics may be taken as elective courses. Currently the following courses are available. Select four of the following:||12|
|Numerical Linear Algebra|
|Ordinary Differential Equations|
|Linear Programming Methods|
|Elementary Geometric and Algebraic Topology|
|Elementary Number Theory|
|Stochastic Methods for Biology|
|Mathematical Methods for Structural Biology|
|Mathematical Methods for Continuum Modeling in Biology|
|Mathematical Methods for Systems Biology|
|Analysis of Partial Differential Equations|
|Introduction to Fourier Analysis|
|Introduction to Measure and Integration|
|Introduction to Stochastic Processes|
|An Introduction to Brownian Motion and Stochastic Calculus|
|Introduction to Error-Correcting Codes|
|All 700 level courses in Mathematics may be taken as elective courses. Students must pass at least four of the following core graduate courses with a Grade of B or higher. Select four of the following:||12|
|Methods of Applied Mathematics 1|
|Methods of Applied Mathematics-2|
|Methods of Computational Mathematics I|
|Methods of Computational Mathematics II|
|A First Course in Real Analysis|
|A Second Course in Real Analysis|
|Theory of Probability I|
|Theory of Probability II|
|Introductory Topology I|
|Introductory Topology II|
|Foundations of Mathematics|
Graduate School Policies
The Graduate School’s Academic Policies and Procedures provide essential information regarding general university policies. Program authority to set degree policies beyond the minimum required by the Graduate School lies with the degree program faculty. Policies set by the academic degree program can be found below.
Named Option-Specific Policies
Graduate Program Handbook
The Graduate Program Handbook is the repository for all of the program's policies and requirements.
Graduate Work from Other Institutions
Students in the M.A. program are allowed to count no more than 14 credits of graduate coursework from other institutions. Coursework earned five or more years prior to admission to a master’s degree is not allowed to satisfy requirements.
No more than 7 credits from a UW–Madison undergraduate degree are allowed to count toward the degree. Coursework earned five or more years prior to admission to a master’s degree is not allowed to satisfy requirements.
UW–Madison University Special
With program approval, students are allowed to count no more than 15 credits of coursework numbered 300 or above taken as a UW–Madison Special student. Coursework earned five or more years prior to admission to a master’s degree is not allowed to satisfy requirements.
The Graduate School regularly reviews the record of any student who earned grades of BC, C, D, F, or Incomplete in a graduate course (300 or above), or grade of U in research credits. This review could result in academic probation with a hold on future enrollment or in being suspended from the Graduate School.
- Good standing (progressing according to standards; any funding guarantee remains in place).
- Probation (not progressing according to standards but permitted to enroll; loss of funding guarantee; specific plan with dates and deadlines in place in regard to removal of probationary status).
- Unsatisfactory progress (not progressing according to standards; not permitted to enroll, dismissal, leave of absence or change of advisor or program).
ADVISOR / COMMITTEE
Students are recommended to meet with an advisor.
CREDITS PER TERM ALLOWED
Two years. Extensions have to be approved by the program.
Master’s degree students who have been absent for five or more consecutive years lose all credits that they have earned before their absence. Individual programs may count the coursework students completed prior to their absence for meeting program requirements; that coursework may not count toward Graduate School credit requirements.
The Department of Mathematics cannot provide financial support for the Master's–Foundations of Advanced Studies Degree program. Students enrolled in this program may not accept university appointments which grant waivers of tuition and/or academic fees.
Graduate School Resources
Take advantage of the Graduate School's professional development resources to build skills, thrive academically, and launch your career.
Faculty: Professors Anderson, Angenent, Arinkin, Assadi, Bolotin, Boston, Căldăraru, Craciun, Denissov, Ellenberg, Feldman, Gong, Jin, Lempp, Mari Beffa (chair), Maxim, Miller, Mitchell, Paul, Roch, Seeger, Seppäläinen, Smith, Terwilliger, Thiffeault, Valko, Waleffe, M. Wood, Yang; Associate Professors Dymarz, Gurevich, Kent, Stechmann, Street, Yin; Assistant Professors Andrews, Erman, Ifrim, Kim, Li, Marshall, Sam, Soskova, Spagnolie, Stovall, Tran, Bi. Wang, Bo. Wang, L. Wang, P. Wood; Affiliate Faculty Bach, Cai, Del Pia, Ferris, Ron, Sifakis.