4.9 KiB
| title | description |
|---|---|
| Numerical Methods | Historical course details for Numerical Methods, recovered from the previous Incognito wiki. |
:::caution[Historical information] This information originated in the previous wiki and may be outdated. Check the current Maastricht University course information before relying on it. :::
Full course description
Numerical Methods introduces the students to the concept of solving mathematical problems using a digital computer. The course covers the fundamental concepts of numerical mathematics, including the floating-point representation of real numbers, truncation and round off errors, iterative methods and convergence. The most fundamental algorithms to solve numerical problems, such as obtaining solutions of algebraic equations and numerically estimating derivatives and integrals, will be studied. The lectures in this course are accompanied by computer labs in which the student has to implement its own numerical code and test the performance on various problems. After completing this course the student will have knowledge of the fundamental problems of numerical mathematics, and the basic techniques to solve them.
Prerequisites
None
Recommended reading
None.
Files
- Assignment 1
- Assignment 2
- Assignment 3
- Assignment 3 2017
- Assignment 4
- Assignment 4 2017
- Assignment 5
- Assignment 5 2017
- Exam 2015 - Solutions
- Exam 2016 - Solutions
- Example-Spline Interpolation
- Formulae Sheet
- Introductory Assignment
- Matlab Reference Cheat Sheet
- Nm Exam 2012-05-30
- Nm Exam 2012-06
- Nm Exam 2013-05-27
- Nm Exam 2013-06
- Nm Exam 2014-05-26
- Nm Exam 2015-06-03
- Nm Exam 2015-06
- Nm Exam 2016-06-01
- Nm Exam 2020
- Nm Exam Part1 2015-06-03
- Nm Exam Part1 2016-06-01
- Nm Exam Solutions 2013-05-27
- Nm Exam Solutions 2014-05-26
- Nm Mockexam 2012
- Numerical Maths Exam 2017
- Numerical Maths Notes
Source: Previous wiki page