(oid=33) 2018-2019 Undergraduate Catalog [ARCHIVED CATALOG]Mathematics |
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Professor Alejandro Aceves, Department Chair
Professors: Alejandro Aceves, Vladimir Ajaev, Wei Cai, Thomas Hagstrom, Amnon Meir, Peter Moore, Douglas Reinelt, Johannes Tausch
Associate Professors: Andrea Barreiro, Thomas Carr, Barry Lee, Scott Norris, Daniel Reynolds, Benno Rumpf, Brandilyn Stigler, Sheng Xu, Yunkai Zhou
Assistant Professors: Weihua Geng, Kathryn Hedrick, Minh Binh Tran
Senior Lecturers: Adriana Aceves, Judy Newell, Carol Seets
General Information
The Department of Mathematics offers B.S. and B.A. degrees in mathematics as well as a minor in mathematics. All mathematics majors, either B.S. or B.A., and minors must earn grades of at least C- in all courses taken in fulfillment of the requirements for the mathematics major or minor. MATH 6000-level courses may be taken for either the B.S. or B.A. major by students who have fulfilled the prerequisites and have departmental permission. Transfer credit for MATH 1307, MATH 1309 or MATH 1337 will not be approved after any student matriculates to SMU, regardless of major.
Departmental Distinction - Computational Science Honors Option
A mathematics major achieving a B.S. degree may graduate with departmental distinction by completing the computational honors option. For this honors option, all of the basic major requirements will remain the same except that the following three courses are required: MATH 3316, MATH 4370 and MATH 5315. In addition, the student is required to complete an honors thesis/senior project and achieve a GPA of 3.300 or above in all mathematics courses. The student’s initial proposal and final product will be submitted to a three-person faculty committee for approval.
Programs
Courses
- MATH 1303 - Precalculus for Business
- MATH 1304 - Precalculus Mathematics
- MATH 1305 - Mathematics for Elementary and Middle School Teachers
- MATH 1307 - Introduction to Mathematical Sciences
- MATH 1309 - Introduction to Calculus for Business and Social Science
- MATH 1337 - Calculus I
- MATH 1338 - Calculus II
- MATH 1340 - Consolidated Calculus
- MATH 3302 - Calculus III: Multi–Variable and Vector Calculus
- MATH 3304 - Introduction to Linear Algebra
- MATH 3308 - Introduction to Discrete Mathematics
- MATH 3311 - Introduction to Proof and Analysis
- MATH 3313 - Ordinary Differential Equations
- MATH 3315 - Introduction to Scientific Computing
- MATH 3316 - Introduction to High-Performance Scientific Computing
- MATH 3334 - Mathematical Modeling and Applications
- MATH 4315 - Advanced Scientific Computing
- MATH 4325 - Modeling with Dynamical Systems
- MATH 4335 - Mathematical Biology
- MATH 4337 - Boundary Value Problems and Partial Differential Equations
- MATH 4338 - Analysis
- MATH 4351 - Theory of Numbers
- MATH 4355 - Groups and Rings
- MATH 4370 - Introduction to Parallel Scientific Computing
- MATH 4381 - Introduction to General Topology
- MATH 5315 - Introduction to Numerical Analysis
- MATH 5316 - Introduction to Matrix Computation
- MATH 5331 - Functions of a Complex Variable
- MATH 5334 - Partial Differential Equations