400
Topics in applied mathematics and boundary value problems and orthogonal functions, partial differential equations, and complex variables. Prerequisites:
MTH 233,
MTH 334.
Credits
3(3-0)
Complex numbers, analytic functions, Laurent series, Cauchy integral formula. Prerequisites:
MTH 233, 332.
Credits
3(3-0)
Computational methods for solving non-linear equations and systems of linear equations. Interpolation, numerical differentiation and integration, numerical methods for ordinary differential equations. Prerequisites:
MTH 133, 223 or 232.
Credits
3(3-0)
Continuation of
MTH 438. Approximation theory, iterative techniques in matrix algebra, eigenvalue approximation, numerical solutions of nonlinear systems, boundary-value problems, and partial differential equations. Prerequisite:
MTH 438.
Credits
3(3-0)
Curves and surfaces, Frenet formulas, calculus on Euclidean space, tangent vectors and surface maps, Gauss map, shape operator, curvature, special curves on surfaces. Prerequisites:
MTH 233, 332.
Credits
3(3-0)
This course exposes pre-service secondary mathematics teachers to theory and practice of curriculum, assessment and instruction in schools, introducing current literature and designing instructional units. Prerequisites:
MTH 341; C+ or better in
MTH 261, 362, 363; signed major or minor in secondary mathematics.
Credits
3(3-0)
Subject matter not included in regular course. May be taken more than once, total credit not to exceed 6 hours. Prerequisite: See Course Search and Registration.
Credits
1-6(Spec)
Material in core mathematics courses is unified through study of subject matter excluded from regular mathematics courses, in the areas of classical and applied mathematics. Prerequisites:
MTH 233. Pre/Co- requisite: One of
MTH 523, 532, 545.
Credits
3(3-0)