MATH 317 - Advanced Numerical Methods

Semester Offered: Spring
1 unit(s)

Advanced numerical methods that arise from the study of differential equations and linear algebra. Topics include multi-step and Runge-Kutta methods for ODEs, finite difference and finite element methods for PDEs, and iterative methods for linear algebraic systems and eigenvalue computation. The Department.

Prerequisite(s): MATH 217, MATH 220, MATH 221, MATH 228 or permission of the department.

Three 50-minute periods.

Course Format: CLS