The Bachelor of Science in Applied Mathematics

The basic major in applied mathematics consists of at least 40 credits of mathematics and statistics courses. Because different program emphases are possible, students should consult with an advisor as soon as possible concerning the alternatives. Students in the program must fulfill the following minimal requirements, earning a grade of C or higher in each course. Note that students who declared a math major in the Fall of 2018 or after are required to complete the one credit course, MATH 0500 Professional Development, prior to graduation. There are three sections offered in the spring term. Please also note that the Dietrich School of Arts and Sciences maintains the Authoritative Statement of Degree Requirements (major sheet). The information provided here is for student convenience only. The official requirements should be downloaded using the link above. 

  1. Analytic Geometry and Calculus 1, 2, 3 (12 credits total): MATH 0220, MATH 0230, MATH 0240 or 0245
  2. Two intermediate mathematics courses (7 credits total): 
    Introduction to Theoretical Mathematics (4 credits): MATH 0413
    Introduction to Theory: One Variable Calculus (3 credits): MATH 0420
  3. Linear Algebra 1 (3 credits): MATH 1180 or MATH 1185
  4. Ordinary Differential Equations 1 (3 credits): MATH 1270 or 1275
  5. One course from each of the following two groups (6 credits total):
      Numerical Analysis (3 credits): MATH 1070
      Numerical Linear Algebra (3 credits): MATH 1080
      Linear Programming (3 credits) MATH 1100
      Intro to Optimization (3 credits): MATH 1101
      Industrial Mathematics (3 credits): MATH 1110
      Vector Analysis and Applications (3 credits): MATH 1550
      Complex Variables for Science and Engineering Students (3 credits): MATH 1560
      Fourier Analysis (3 credits): MATH 1570
  6. One additional course from one of the two groups in number 5 above or one course from:

    1. Ordinary Differential Equations 2 (3 credits): MATH 1280
    2. Partial Differential Equations/Applications 1, 2 (3 credits each): MATH 1470, MATH 1480
  7. One of the following courses:
    Industrial Numerical Analysis (3 credits): MATH 1110
    Modeling in Applied Mathematics (3 credits): MATH 1360
    Computational Neuroscience (3 credits): Math 1370
    Mathematical Biology (3 credits): Math 1380
  8. Basic Physics for Science and Engineering 1, 2 (8 credits total): PHYS 0174 and PHYS 1075.
  9. One of the following courses providing an introduction to computer science:
    1. Introduction to Computer Programming in Java (3 credits): CS 0007
    2. Introduction to Computer Programming in Python (3credits): CS 0008
    3. Introduction to Computing for Systems Engineers (4 credits): CS 0010
    4. Introduction to Computing for Scientists (4 credits): CS 0011
    5. Introduction to Computing for the Humanities (4 credits): CS 0012
    6. Programming in C (3 credits): CS 0132
    7. Intermediate Java (4 credits): CS 0401
  10. One of the following courses providing an introduction to probability or statistics:
  11. Mathematical Probability (3 credits): Math 1510
    Introduction to Applied Statistics (4 credits): STAT 1000
    Statistics and Probability for Business Management (4 credits): STAT 1100
    Introduction to Probability/Mathematical Statistics 1 (3 credits): STAT 1151
  12. A related area (12 credits minimum) to be approved by the department's Undergraduate Committee consisting of a coherent sequence of courses in a field to which mathematics is applied. Students should consult the list of currently approved course sequences.

Students who are interested in graduate study are strongly advised to take Advanced Calculus, MATH 1530 and 1540. The two courses can be substituted for the course in the APPLIED ANALYSIS GROUP of 5 above and for the single course specified in 6 above, respectively. Note that no single course may fulfill two requirements simultaneously.

Requirements for Departmental Honors in Applied Mathematics

The Department also offers a program for students pursuing a major in applied mathematics leading to graduation with departmental honors in applied mathematics. This program is designed for students who are considering graduate study in mathematics or a related field that makes use of mathematics. In order to qualify for departmental honors in applied mathematics, a student must:

  1. Fulfill all requirements for a degree in applied mathematics.
  2. Complete the following courses with grade of at least B.
    MATH 1470 Partial Differential Equations
    MATH 1530 Advanced Calculus 1
    MATH 1540 Advanced Calculus 2
    One 2000 level mathematics course in lieu of an upper level elective
  3. Complete an honors thesis under the direction of a mathematics faculty member or a second 2000 level mathematics course. (For students seeking a BPhil degree from the Honors College, this requirement could be satisfied by the Honors College Thesis.) Course credit for thesis work will normally be awarded as MATH 1902 (Directed Study).

The statistics requirement will be waived for honors candidates in applied math.

Although not required, it is highly recommended that honors degree candidates take the intermediate honors courses Math 1185 and 0450 during the freshman or sophomore year.

Students interested in the departmental honors program should consult with the undergraduate director or department chairperson as early as possible, preferably during the freshman or sophomore year, even if they have not yet declared a major.

The department's Undergraduate Committee is responsible for certifying students who graduate with departmental honors in mathematics. The Undergraduate Committee is empowered to make minor changes in requirements based on individual circumstances.

1. Highly qualified students may substitute MATH 0450 (Introduction to Analysis) for MATH 0413 and MATH 0420.
2. MATH 1185 requires instructor approval.
3. The related area requirement will be waived for students who are dual majors.