Numerical Analysis
Course #: MATH 425
Description:
This course provides an introduction to numerical analysis and its applications in practical problems in applied mathematics and engineering. In most scientific modeling projects, investigators have to deal with very large systems of linear and nonlinear equations. Understanding of which requires powerful computers and a firm understanding of the vast number of existing pertinent algorithms. The main goal of the course is to provide an instruction to algorithmic and mathematical foundations of high-performance scientific computations. Introductory topics of the course include root finding, fixed point methods, interpolation methods, initial value problems and optimization. Particular emphasis will be on optimization methods, including steepest descent, line search methods, newton methods, quasi-Newton methods, trust regions, theory of constraint optimization and linear programming.
Pre Requisites: Pre-requisite: MATH 242 and MATH 260 and CS 110 or permission of instructor
Offered in:
2024 Fall
| Section | Class Number | Schedule/Time | Instructor | Location | |
|---|---|---|---|---|---|
| 01 | 3125 | TuTh 5:30 - 6:45 pm |
Degras-Valabregue,David Abel | University Hall Y04-4190 | |
|
Session:
Regular
Class Dates:
09/03/2024 - 12/13/2024
Capacity:
25
Enrolled:
11
Status:
Open
Credits:
3/3
Class Notes:
Pre Requisites:
Pre-requisite: MATH 242 and MATH 260 and CS 110 or permission of instructor
Course Attributes:
|
|||||