Students interested in the applying their graduate courses to the BS/MA program must consult with the appropriate graudate unit and file the appropriate paperwork before taking any graduate courses.

Introduction

The essential feature of the Combined Degree Program is that its students may use up to 9 credits of coursework taken for their undergraduate degree to count toward the M.A. degree as well.

Eligibility

The Mathematics Department offers a combined B.S./M.A. degree program for students with exceptional ability and interest in mathematics. Qualified undergraduate mathematics majors are eligible for participation in the program. Although each application is reviewed individually, the following are the usual requirements for acceptance into this program:

  • GPA of at least 3.5
  • No more than 15 credits remaining of required upper-level mathematics courses toward the B.S. degree
  • No more than 6 credits of GenEd requirements remaining for the B.S. degree
  • One to three letters of recommendation
  • An essay or statement of purpose
  • An interview with the Associate Chair for Undergraduate Studies and the Associate Chair for Graduate Studies.

The bureaucracy of degree times

To the University, you are an undergraduate or a graduate; the bureaucratic hive mind, computing various consequences, chooses not to create a really different category for a student in the combined program. So, if you are a student in the combined degree program, you are required to graduate with the B.S. at some point, and then to be a graduate student for at least two academic year semesters.

When you graduate with the B.S., of course you must have satisfied the B.S. requirements. Satisfaction of the M.A. requirements is a trickier matter, because the usual M.A. requires those 30 grad credits to be taken while a grad student. But you might take 600-700 level courses before the graduation with B.S., and want to count that work toward your combined degree.

The University created a policy to deal with this: an undergraduate is allowed to take up to a total of 12 credits (maximum of 6 credits per semester) of graduate level courses "for graduate credit only". Such courses cannot be used to satisfy any part of the Bachelor's degree requirements, but can be "banked" for later use to satisfy graduate degree requirements. To bank graduate courses you need to apply for permission before taking the courses. There is a form for this called Graduate Credit Permission Form which you can download from the Graduate School website.   On the same webpage there is a form called Combined Bachelor's/Master's Form which you use to indicate the courses (up to 9 credits) from your BS degree which will also be used for the MA degree.    Only graduate courses may be shared.  This form should be completed and approved before you graduate with the BS degree.

All other credits taken toward the graduate degree must be taken after completion of the Bachelor's Degree.  In general, there is no funding for the "5th year" of study.  Also, this program is primarliy geared at students who do not plan to go onto a PhD program.  Students who plan to pursue a PhD will generally go straight into that program after the Bachelor's.

Example Programs

There is a wide variation in coursework and acceleration among students pursuing the combined degree option, and the examples below are not at all exhaustive. In particular, most BS/MA Math students actually take more than two Math classes in some semesters, and on the other hand there can be somewhat less fast-paced paths to the combined degree.   All examples assume that 9 credits of courses taken for the BS degree have been counted towards the MA degree.  In the tables, "thesis" refers to 6 credits of master's thesis research.   Although it is listed for a specific semester, normally the thesis work would be spread out over at least 2 semesters.

Example 1:
Here a student enters the University with Advanced Placement credit for Math 140 (Calculus I). It is compatible with the "M.A. with thesis" option, if the student gets the B.S. after Year 4, but "banks" one of the two sequences of Year 4 for graduate credit only.

Year 1   Year 2   Year 3   Year 4   Year 5  

Fall

Spring Fall Spring Fall Spring

Fall

Spring

Fall

Spring
Math 141 Math 240 Math 246 Math 463 Math 403  Stat 410 Math 600 Math 601 Stat 600/700 thesis
  Math 241 Math 410 Math 411 Amsc 466 Math 405 Math 630 Math 660 Math 730 Math 734

Example 2:
Here the student enters the University with AP credit for Math 140 and Math 141, and takes the special honors sequence Math 340-341 (which covers the courses Math 240,241 and 246 with enrichment). The courses below could fit an extremely strong student developing an interest in topology and geometry. The particular course sequence is compatible with the taking of qualifying exams (analysis and algebra) in time for graduation, and thus fits into the "M.A. without thesis" requirements.

Year 1   Year 2   Year 3   Year 4   Year 5  

Fall

Spring Fall Spring Fall Spring

Fall

Spring

Fall

Spring
Math 340 Math 341 Math 410 Math 411 Math 630 Math 631 Stat 410 Math 660 Math 600 Math 601
    Math 405 Math 403 AMSC 466 Math 463 Math 730 Math 734 Math 642 Math 740

Example3:
Here a strong student develops a strong interest in Logic and writes a masters thesis in Logic.

Year 1   Year 2   Year 3   Year 4   Year 5  

Fall

Spring Fall Spring Fall Spring

Fall

Spring

Fall

Spring
Math 340 Math 341 Math 410 Math 411 Math 712 Math 713 Stat 410 Math 463 Math 630 Math 631
    Math 403 Math 446 Math 405

Amsc 466

Math 600 Math 601 thesis Math 660

Example 4:
Here a strong student writes a masters thesis in Applied Statistics.

Year 1   Year 2   Year 3   Year 4   Year 5  

Fall

Spring Fall Spring Fall Spring

Fall

Spring

Fall

Spring
Math 340 Math 341 Math 410 Math 411 Math 405 AMSC 466 STAT 700 STAT 701 STAT 740 STAT 741
    Stat 410 Stat 420  STAT 430 STAT 650 STAT 600 STAT 601 thesis STAT 730

The examples above don't list all the courses needed to satisfy degree requirements. For the Math BS/MA, a student would have to complete the following at the required grade point levels:

  • An approved three course "supporting sequence"
  • the University's General Education requirements;
  • a total of 141 credits (the B.S. requires 120 credits and the M.A. requires 30; the total is only 141 on account of the 9 credit overlap allowance)

 

Archives: F2011-S2012 F2012-S2013 F2013-S2014 F2014-S2015 F2015-S2016 F2016-S2017 F2017-S2018 F2018-S2019 F2019-S2020 F2020-S2021 F2021-S2022 F2022-S2023 F2023-S2024 

  • Orbit equivalence relations and the compact action realization problem

    Speaker: Alexander Kechris (CalTech) -

    When: Wed, August 28, 2024 - 3:15pm
    Where: Kirwan Hall 3206
  • Multilevel approximation of Gaussian random fields

    Speaker: Christoph Schwab (ETH, Zurich) - https://math.ethz.ch/research/applied-mathematics-numerical-analysis-scientific-computing/christoph-schwab.html

    When: Wed, September 4, 2024 - 3:15pm
    Where: Kirwan Hall 3206
  • Branching selection particle systems and the selection principle

    Speaker: Julien Berestycki (University of Oxford, Statistics Department) - https://www.stats.ox.ac.uk/~berestyc/

    When: Wed, September 18, 2024 - 3:15pm
    Where: Kirwan Hall 3206
  • TBA

    Speaker: Artur Avila (IMPA) -

    When: Wed, October 23, 2024 - 3:15pm
    Where: Kirwan Hall 3206
  • From Generative AI to Statistical Physics Through Harmonic Analysis

    Speaker: Stephane Mallat (College de France) - https://blog.umd.edu/nwc/fft/2024fft/

    When: Fri, October 25, 2024 - 4:00pm
    Where: Kirwan Hall 3206
  • Intrinsic Diophantine approximation on homogeneous spaces

    Speaker: Amos Nevo (Technion) -

    When: Wed, October 30, 2024 - 3:15pm
    Where: Kirwan Hall 3206
  • Ergodic and statistical properties of slowly chaotic systems

    Speaker: Adam Kanigowski (UMD) - https://akanigow.math.umd.edu/

    When: Wed, November 6, 2024 - 3:15pm
    Where: Kirwan Hall 3206
  • Forbidding Induced Subgraphs: Structure and Algorithms (Brin MRC Distinguished Lecture)

    Speaker: Maria Chudnovsky (Princeton University) - https://web.math.princeton.edu/~mchudnov/

    When: Wed, November 13, 2024 - 3:15pm
    Where: Kirwan Hall 3206
  • TBA

    Speaker: Alessio Figalli (ETH Zurich) - https://people.math.ethz.ch/~afigalli/

    When: Wed, November 20, 2024 - 3:30pm
    Where: Kirwan Hall 3206
  • Martin's Conjecture and order-preserving functions

    Speaker: Patrick Lutz (UC Berkeley) - https://math.berkeley.edu/~pglutz/

    When: Mon, December 9, 2024 - 3:30pm
    Where: Kirwan Hall 3206
  • Continuous spin systems: group synchronisation and topological phase transitions

    Speaker: Christophe Garban (University of Lyon) - https://math.univ-lyon1.fr/~garban/

    When: Wed, December 11, 2024 - 3:15pm
    Where: Kirwan Hall 3206
  • Mathematical and Historical Aspects of Breaking the Enigma Code

    Speaker: Zbigniew Blocki (Jagiellonian University and UMD) - https://gamma.im.uj.edu.pl/~blocki/

    When: Wed, February 5, 2025 - 3:15pm
    Where: Kirwan Hall 3206
  • Optimal dimensionality reduction

    Speaker: Albert Cohen ( Sorbonne University) - https://www.ljll.fr/cohen/

    When: Thu, February 13, 2025 - 3:15pm
    Where: Kirwan Hall 3206
  • Faculty meeting

    When: Wed, February 19, 2025 - 3:15pm
    Where:
  • On stabilisations of symplectic 4-manifolds

    Speaker: Amanda Hirschi (Sorbonne Université) - https://amandahirschi.com/

    When: Wed, February 26, 2025 - 3:15pm
    Where: Kirwan Hall 3206
  • AWM Talk - Katrin Trent

    Speaker: Katrin Tent (University of Münster) - https://www.uni-muenster.de/FB10srvi/persdb/MM-member.php?id=482

    When: Wed, March 5, 2025 - 3:15pm
    Where: Kirwan Hall 3206
  • A counterexample to Viterbo's conjecture

    Speaker: Pazit Haim-Kislev (Institute for Advanced Study) - https://www.ias.edu/scholars/pazit-haim-kislev

    When: Wed, March 12, 2025 - 3:15pm
    Where: Kirwan Hall 3206
  • The P=W Conjecture

    Speaker: Davesh Maulik (MIT) - https://math.mit.edu/directory/profile.html?pid=177

    When: Wed, March 26, 2025 - 3:15pm
    Where: Kirwan Hall 3206
  • Proper graph colouring, optimization, and paradoxical decompositions

    Speaker: Robert Simon (London School of Economics) - https://www.lse.ac.uk/Mathematics/people/Robert-Simon

    When: Wed, April 9, 2025 - 3:15pm
    Where: Kirwan Hall 3206
  • The Unitary Dual (this colloquium is cancelled)

    Speaker: Jeff Adams (IDA-CCS and UMD) - https://www.math.umd.edu/~jda/

    When: Wed, April 16, 2025 - 3:15pm
    Where: Kirwan Hall 3206