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| DEGREE PLAN |
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8 MATH 5195     Graduate Seminar(1-0) |
|                                 Conferences and discussions of various topics in mathematics and statistics by faculty, graduate students, |
|                                 and statistics by faculty, graduate students, and outside speakers. Required of all graduate students during |
|                                 each semester of full-time enrollment. May not be counted more than once toward the degree requirement. |
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| 8 MATH 5311     Applied Mathematics (3-0) |
|                                 Mathematics 5311 is designed to introduce the student to those areas of mathematics that are useful in |
|                                 engineering and science. Topics are chosen from Differential Equations, Fourier Series, Calculus of |
|                                 Variations, and Theory of Algorithms. The course may be repeated once as content changes. |
|                                 Prerequisite: Instructor approval. |
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| 8 MATH 5321     Real Analysis I (3-0) |
|                                 Investigation of convergence, continuity, differentiability, compactness and connectedness, the |
|                                 Riemann-Stieljes integral, and sequences of functions. Prerequisite: MATH 3341 |
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| 8 MATH 5330     Computational Methods of Linear Algebra (3-0) |
|                                 Numerical methods involved in the computation of solutions of linear systems of equations, eigenvalues, |
|                                 linear least squares solutions; error analysis. Prerequisite: MATH 3323 and a working knowledge of a |
|                                 high-level programming language. |
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| 8 MATH 5331     Real Analysis II(3-0) |
|                                 Lebesgue integration, integration with respect to measure, absolute continuity, Fundamental Theorem of |
|                                 Calculus for the Lebesgue integral. Prerequisite: MATH 5321. |
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| 8 MATH 5345     Nonlinear Optimization(3-0) |
|                                 Exact nonparametric methods of inference using fast numerical algorithms to permute the observed data in |
|                                 all possible ways. Prerequisite: Department approval. |
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| 8 MATH 5343     Numerical Solutions to Partial Differential Equations (3-0) |
|                                 Introduction to finite difference and finite element methods for the solutions of elliptic, parabolic, and hyperbolic |
|                                 partial differential equations. Prerequisite: (1) MATH 2326 or MATH 3326; MATH 3323; and MATH 4329, |
|                                 each with a “C” . MATH 1312. or better or their equivalents and (2) knowledge of a high level programming |
|                                 language. |
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| 8 MATH 5370     Mathematical Statistics I (3-0) |
|                                 Various topics not included in regular courses will be discussed. May be repeated once for credit as the topics |
|                                 vary. Prerequisite: Instructor approval. |
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| 8 MATH 5396     Graduate Research (3-0) |
|                                 A written report on an appropriate subject in mathematics or statistics is required. May not be counted towards |
|                                 the 24 hours of course work in the thesis option, buy may be substituted for three hours of thesis credit. |
|                                 May not be repeated for credit. Prerequisite: Instructor approval. |
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| 8 MATH 5398     Thesis (0-0-3) |
|                                 Initial work on the thesis |
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| 8 MATH 5399     Thesis (0-0-3) |
|                                 Continuous enrollment required while work on thesis continues. Prerequisite: MATH 5398 or department |
|                                 approval. |
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