• Adam Kanigowski Awarded European Mathematical Society Prize

    He is the first member of UMD’s Department of Mathematics to receive this prestigious award for young mathematicians. The European Mathematical Society (EMS) awarded a 2024 EMS Prize to Adam Kanigowski, a Polish-born associate professor in the University of Maryland’s Department of Mathematics. Established in 1992, the prize is presented every four years to Read More
  • Jonathan Poterjoy and Kayo Ide join new $6.6 million NOAA consortium

    Congratulations to AOSC's Jonathan Poterjoy and Kayo Ide (also of math and IPST) on joining a new NOAA consortium to improve the accuracy of weather forecasts.  Called CADRE, the $6.6 million initiative will focus on data assimilation, which uses observations to improve model predictions of natural systems, like Earth's atmosphere, over time. Read More
  • Alfio Quarteroni receives the Blaise Pascal Medal in Mathematics

    Congratulations to Alfio Quarteroni for winning the 2024 Blaise Pascal Medal in Mathematics The message from the European Academy of Sciences reads: We are excited to announce that Professor Alfio Quarteroni has been awarded the esteemed 2024 Blaise Pascal Medal in Mathematics for his outstanding contributions to the field, particularly in Read More
  • Archana Receives the Donna B. Hamilton Award

    Archana Khurana has been selected to receive the Donna B. Hamilton Award for Excellence in Undergraduate Teaching in a General Education Course.  Awards are based solely on student nominations and are solicited from across campus.  From the many nominations received, the selection committee was very impressed by the student experience Read More
  • Yanir Receives a Do Good Campus Fund Grant

    Yanir’s proposal on “Incorporating outreach into the curriculum via experiential learning” is one of the only 27 projects out of 140 submissions that were funded by the UMD Do Good Campus Fund. Read More
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A student must present their dissertation work within 4 years of advancing to candidacy. Time extensions may be made on a case-by-case basis.

All Math and Math Stat students must contact the Office of Graduate Studies (OGS) when scheduling their final oral (defense) exams. The OGS will assist you with the processing of departmental forms and the necessary paperwork for the Office of the Registrar and the Graduate School. Please contact Trystan Denhard and Jemma Natanson (Kirwan 1106/1108)  /  for further details. 

You must attend a graduation information session, which are advertised each semester. 

Helpful Links:

    Admission to candidacy for the doctoral degree is granted by the Graduate School upon the recommendation of the MATH Graduate Committee. A student must be admitted to candidacy within five years after admission to the doctoral program and at least six months before the date on which the doctoral degree will be conferred. Before a student applies for admission to candidacy he or she must have:

    • passed two written qualifying exams at the Ph.D. level and completed the four required courses with a grade of B or higher;
    • maintained a 3.00 or better GPA in all formal course work;
    • passed the Oral Candidacy Examination.

    Please contact the Office of Graduate Studies to request information on preliminary exams, candidacy forms and the application for candidacy (j and ).

    Forms

    Please submit all forms to the graduate office. 

     

    Checklist and Timeline

     

    Candidacy

     

    Graduate Students in the MATH, STAT, or AMSC programs are expected to make reasonable progress toward their degrees. In the following charts, a supported student is one who receives funding from the Mathematics Department, either as a TA, GA or as a fellow.

    1. Notes:
      1. The time limits for support by the Mathematics Department apply even if the student is not supported by the Mathematics Department for some intervening period.
      2. In the absence of exceptional circumstances, students who do not pass all of their written qualifying exams by the end of the January cycle of their THIRD year will be dropped from the program.
      3. In some cases, upon admission, the Graduate Director can negotiate a slower timetable. Examples include part-time students, and students that would benefit from taking 400-level courses in their first year.
      4. Since the requirements in the Scientific Computation concentration of the AMSC program are somewhat different, there is a separate set of charts for students in this concentration.
      5. For students in the Applied Mathematics concentration of the AMSC program, "qualifying exam" may in some cases be replaced by its equivalent in other departments. In BMGT, this may mean two written examinations (since they only cover one semester of material each), and in CMSC this may mean "qualifying requirement".
      6. Please note that it is a University requirement that a student be registered during the semester that they plan on completing their degree/graduating.

    To convert credit hours to units:

    • 899, units = 18 × credits
    • 799, units = 12 × credits
    • 600 level, units = 6 × credits
    • 400 level, units = 4 × credits

    For the AMSC requirements for Applied Mathematics and Applied Statistics, see the AMSC website

    Progress expected of students in the MATH and STAT Ph.D. programs

    By the end of:

    Ideal progress

    To maintain support

    To remain in program

    1st Year

    Prepare for and pass 2 qualifying exams

    Pass 12 credit hours with at least a 2.75 gpa

    Pass 24 units each term with at least a 2.75 gpa

    2nd Year

    Finish the 4 courses and choose field/advisor

    Pass 1 exam by January, and pass 24 credit hours, at least 15 at 600 level, with 3.0 gpa

    Pass 24 units each term with at least a 3.0 gpa

    3rd Year

    Advance to candidacy, start working on dissertation

    Pass all exams and course requirements by January

    Pass all exams and course requirements by January

    4th Year

    Make good progress toward dissertation

    Reach candidacy by March 1

    Pass 24 units each term with at least 3.0 gpa

    5th Year

     Finish dissertation, publish paper(s) and apply for jobs

    Make good progress toward finishing dissertation

    Pass 24 units each term with at least a 3.0 gpa and reach candidacy

    6th Year

     

    Last year of support eligibility

    Have a further 4 years to complete Ph.D.

    Progress expected of full-time students in M.A. or M.S. programs (non-thesis option)

    By end of:

    Expected progress

    1st Year

    Prepare for and pass 1 qualifying exam and complete at least 12 credits at the 600 level with 3.0 gpa

    2nd Year

    Complete course requirements and complete qualifying exams (exams must be completed by January). Must be registered during final semester.

    (International students usually need to complete the Masters degree in 2 years because of visa requirements.)

    Progress expected of part-time students in M.A. or M.S. programs

    By end of:

    Ideal progress

    To remain in program

    1st Year

    Prepare for and pass 1 qualifying exam (non-thesis option), or complete at least 12 credits at the 600 level with 3.0 gpa (thesis option)

    Pass 48 units each term with at least a 3.0 gpa

    2nd Year

    Complete course requirements and qualifying exam requirements (non-thesis option). Choose advisor and begin serious work on thesis (thesis option)

    Pass 48 units each term with at least 3.0 gpa

    3rd Year

    Complete scholarly paper (non-thesis option) or thesis, receive degree

    Pass 48 units each term with at least 3.0 gpa, pass 2 exams (non-thesis option) and complete course requirements.

    4th Year and beyond

     

    Pass final exam by end of 4th year. Complete M.A. or M.S. by end of 5th year. Must be registered during final semester.

    Progress expected of students in AMSC Scientific Computation M.S. program

    By end of:

    Ideal progress

    To remain in program

    1st Year

    Pass AMSC 660-663, plus one Core Science Course, with 3.5 gpa

    Pass 48 units each term with at least a 3.0 gpa

    2nd Year

    Complete core requirements, with 3.5 gpa

    Pass 48 units each term with at least 3.0 gpa

    3rd Year

    Complete electives and scholarly paper (non-thesis option) or thesis, receive degree

    Pass 48 units each term with at least 3.0 gpa. Must be registered during final semester. 

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