• Distinguished Lectures in Geometric Analysis

    The second in our series of Distinguished Lectures in Geometric Analysis will be given on October 31 and November 2, 2018, by Professor Bo Berndtsson from Chalmers University of Technology in Sweden.  The topic will be Complex Brunn-Minkowski theory. Read More
  • College Welcomes 19 New Faculty Members this Fall

    The College of Computer, Mathematical, and Natural Sciences welcomed 19 new tenured/tenure-track faculty members to the University of Maryland this fall. The brief introductions to the new faculty members can be read on CMNS website. Read More
  • In memory of our colleague David C. Lay

    Our long-time colleague Professor Eneritus David Lay passed away October 12, 2018. David earned his BA at Aurora College in 1962, and his PhD at UCLA in 1966. He then came to Maryland where he rose through the ranks to Professor in 1977. A gifted teacher, he won the campus Read More
  • The Canadian Journal of Statistics Award 2018, to Victor de Oliveira and Benjamin Kedem

    The Canadian Journal of Statistics Award is presented each year by the Statistical Society of Canada to the author(s) of an article published in the journal, in recognition of the outstanding quality of the methodological innovation and presentation. This year’s winner is the article entitled “Bayesian analysis of a density ratio Read More
  • Outstanding Director of Graduate Studies Award

    Professor Konstantina Trivisa has been selected for the Outstanding Director of Graduate Studies (DGS) Award for 2018.  Directors of Graduate Studies are critical partners of the Graduate School in shaping graduate education and ensuring the success of graduate students.  The Outstanding Director of Graduate Studies Award recognizes exceptional contributions made Read More
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Recent UMD PhD theses can be found here.  You can search for an individual author, or all Math dissertations. You may also be interested in the Math Genealogy Project.

  1. A graduate student may, upon the recommendation of the dissertation director, and with the endorsement of the home graduate program graduate director or chair, include his or her own published works as part of the final dissertation. Appropriate citations within the dissertation including where the work was previously published are required. All such materials must be produced in standard dissertation format.
  2. It is recognized that a graduate student may co-author work with faculty and colleagues that should be included in a dissertation. In such an event, a letter should be sent to the Dean of Graduate Studies and Research certifying that the student's examining committee has determined that the student made a substantial contribution to that work. This letter should also note that inclusion of the work has the approval of the dissertation adviser and the program chair or graduate director. The format of such inclusions must conform to the standard dissertation format. A foreword to the dissertation, as approved by the Dissertation Committee, must state that the student made the substantial contributions to the relevant aspects of the jointly authored work included in the dissertation.

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.

It is the responsibility of the student to submit an application for admission to candidacy to the Graduate Director when all the requirements for candidacy have been fulfilled. Application forms may be obtained at the MATH office. All work at other institutions offered in partial fulfillment of the requirements for the doctoral degree must be submitted with the application for admission to candidacy. Official transcripts of the work must be on file in the Graduate School. The student must complete his or her program for the degree, including the foreign language examination, dissertation, and final examination (defense), during the four year period after admission to candidacy.
The Oral Candidacy Examination: The candidacy examination is an oral examination which serves as a test of the detailed preparation of a student in the area of specialization, and seeks to discover if he or she has a deep enough understanding to read the relevant research literature in the field and the skills to carry out the research for the dissertation. The examination is usually taken before a student embarks on serious dissertation research. The examination assumes further advanced course work beyond that required for the qualifying exams. (Sample programs of such advanced course work in various fields may be found here.) It shall follow the guidelines listed below.
Planning the Exam: To plan the examination, the student, with the help and approval of the prospective dissertation advisor, must prepare a prospectus for the examination. This prospectus defines the primary and related areas to be covered in the examination. These areas should be identified by course citations, literature citations, tables of contents, or other appropriate means. The prospectus should be filed with the Graduate Office before the examination is scheduled, and should also record the proposed format for the examination. Typical formats for the examination are either a seminar-type presentation by the student (or possibly two such talks) on one or more recent research papers, followed by questions from the committee on the presentation and related background material, or else a more traditional oral examination on subjects or courses listed in the prospectus.
Examination Committee: The examination committee is appointed by the Graduate Director (or if the Graduate Director is unavailable for an extended period, his or her designated representative) upon recommendation of the student's prospective dissertation advisor. The Graduate Director may if necessary consult with one or more field committee chairs in the area of specialization. The examination committee must consist of at least three members, at least one (usually the prospective dissertation advisor) representing the area in which the student plans to specialize. Usually all three of these will be faculty members from the Mathematics Department, but when there is a good academic reason, the student can petition the Graduate Committee to allow one to be from a related department (such as physics or computer science) or an outside institution (such as another university, NASA, NIH, NIST, NCHS, etc.). Disputes regarding the makeup of the examination committee will be referred to the Graduate Committee. Each committee member must agree to abide by the prospectus for the examination.
Possible Outcomes: Upon completion of the examination, the examination committee decides to pass, fail, or defer a decision on the student. In the last-named case, the manner in which the decision is to be resolved must be specified in the report of the committee. The distinction between "fail" and "defer a decision" is based on the committee's evaluation of the probability of successful completion of the Ph.D. degree.
Repeating the Exam: Upon failure, the Candidacy Examination may be repeated only once. Exceptions to this rule are granted only under extraordinary circumstances and upon petition to the Graduate Committee.

  • William E. Kirwan Hall, home of the Mathematics Department

    William E. Kirwan Hall, home of the Mathematics Department

  • The Experimental Geometry Lab explores the structure of low dimensional space

    The Experimental Geometry Lab explores the structure of low dimensional space

  • Maryland mathematicians help to investigate the inner workings of E_8

    Maryland mathematicians help to investigate the inner workings of E_8

  • Hyperbolic Space Tiled with Dodecahedra

    Hyperbolic Space Tiled with Dodecahedra

  • Isotropoic Gaussian random field with Matern correlation

    Isotropoic Gaussian random field with Matern correlation

  • Part of the proof of the Peter-Weyl theorem

    Part of the proof of the Peter-Weyl theorem