S.P. Diaz, L. Kovalev, A. Vogel, S. Wehrli, D. Zacharia
Uday Banerjee, Pinyuen Chen, Dan Coman, J. Theodore Cox, Steven Diaz, Nicole M.L. Fonger, Jack E. Graver, Duane Graysay, Philip S. Griffin, Tadeusz Iwaniec, Lee Kennard, Hyune-Ju Kim, Mark Kleiner, Leonid Kovalev, Loredana Lanzani, Graham J. Leuschke, Wei Li, Jianxuan Liu, Adam Lutoborski, Joanna O. Masingila, Terry R. McConnell, Claudia Miller, Jani Onninen, Evgeny Poletsky, Declan Quinn, Minghao Rostami, Lixin Shen, John Ucci, Gregory Verchota, Andrew Vogel, William Volterman, Stephan Wehrli, William Wylie, Yuan Yuan, Dan Zacharia
Two degrees in Applied Mathematics are offered: Bachelor of Arts and Bachelor of Science
B.A. in Applied Mathematics is recommended for those students who are pursuing another quantitatively rich major which they consider their primary interest. The toolkit of applicable mathematical methods will enable them to advance further in their own field, whether in industry or in academia.
Student Learning Outcomes
1. Demonstrate facility with the techniques of single and multivariable Calculus and Linear Algebra
2. Effectively communicate mathematical ideas
3. Make symbolic calculations by hand and numerical calculations using MATLAB (or other appropriate software)
4. Reproduce essential assumptions, definitions, examples, and statements of important theorems
5. Solve standard science and engineering problems by selecting and applying an appropriate mathematical model
6. Solve problems using advanced undergraduate methods from one of the following areas: differential and linear equations, analysis, probability and statistics
Preliminary and Extra-disciplinary Requirements
Preliminary and extra-disciplinary requirements for both B.A and B.S. degrees
- Complete 18 credits in the following classes with no grade below a C: MAT 295 , MAT 296 , MAT 331 , MAT 397 , and MAT 375 or CIS 375 . These courses are prerequisites for most upper-division courses. The following sequence is recommended: MAT 295 in the first semester; MAT 296 in the second semester; MAT 331 , MAT 397 in the third semester; and MAT 375 /CIS 375 when appropriate. However, a student with knowledge of trigonometry and a year of high school calculus may be able to enter the sequence at MAT 296 or even MAT 397 ; a student with less preparation may be advised to complete MAT 194 before beginning the calculus sequence. Students considering becoming mathematics majors are strongly encouraged to talk to a mathematics major advisor as soon as possible to ensure appropriate selection of courses.
- Complete a course in computing such as CPS 196 , ECS 102 or ECS 104 . A similar course may be substituted with advisor’s approval.
- Complete two sequences of two approved science courses for a total of four different courses outside of the mathematics department, such as BIO 121 - BIO 123 , CHE 106 (CHE 107 ) - CHE 116 (CHE 117 ), PHY 211 (PHY 221 ) - PHY 212 (PHY 222 ), ECN 101 - ECN 102 , or ECN 101 - ECN 203 , ECS 221 - ECS 222 , ELE 231 - ELE 232 , or another, more advanced sequence with the approval of a mathematics major advisor. This requirement is waived if the student earns either (i) a minor in Applied Statistics, Biology, Chemistry, Computer Science, Economics, Engineering disciplines, Information Management & Technology, or Physics, or (ii) a major in one of natural sciences, engineering/technology disciplines, economics or finance.
B.A. Degree Requirements
In addition to the preliminary and extra-disciplinary requirements described above, the student must earn credit for the following courses, with a grade average of at least 2.0.
Two courses chosen out of one of the following groups:
Differential and Linear Equations:
Probability and Statistics:
With consent of the mathematics major advisor, these grouping may be altered.
3 credits of elective mathematics courses:
MAT 412 or those MAT courses numbered 490 or higher, except MAT 503. With prior approval of the student’s major advisor, a mathematically rich 500+ level course in another department may be substituted for the mathematics elective.