MM518: Numerical Analysis A (5 ECTS)
STADS: 13001801Level
Bachelor course
Teaching period
The course is offered in the autumn semester.
2nd quarter.
Teacher responsible
No responsible teachers found, contact the department if necessary
Timetable
| Group | Type | Day | Time | Classroom | Weeks | Comment |
|---|---|---|---|---|---|---|
| Common | I | Tuesday | 10-12 | U9 | 45-51 | |
| Common | I | Thursday | 08-10 | U9 | 45-49 | |
| S1 | TE | Tuesday | 16-18 | U9 | 48 | |
| S1 | TE | Wednesday | 14-16 | U9 | 45, 47-51 | |
| S1 | TE | Thursday | 08-10 | U9 | 50-51 |
Show personal time table for this course.
Revison of timetable:
: E-time mandag uge 48, flyttet til tirsdag uge 48.
Comment:
Ansvarlig lærer: Ekstern lektor
Ubegrænset deltagerantal
Prerequisites:
None
Academic preconditions:
The content of MM501 Calculus I and MM502 Calculus II, MM505 Linear Algebra and DM502 Programming A must be known.
Course introduction
The student should see examples of mathematical modeling
in science and engineering within the topics of this course (see below) and should learn to analyze and solve these problems numerically.
Qualifications
After the course the student should be able to
• model simple problems from science and engineering as mathematical problems
• solve these problems numerically, i.e. plan and carry out numerical computations
• analyze and evaluate the result of a numerical computation in relation to the original problem, in particular address the sources of error: model error, method error and round-off error.
Expected learning outcome
Subject overview
solution of linear and nonlinear systems of equation
• numerical integration and differentiation
• simple integral and ordinary differential equations
• estimation of error for iterative methods and discretization methods
Literature
- Meddeles ved kursets start.
Website
This course uses e-learn (blackboard).
Prerequisites for participating in the exam
None
Assessment and marking:
Project repport. Internal examination by the teacher. Passed/not passed.
Expected working hours
The teaching method is based on three phase model.
Forelæsninger (22 time) og eksaminatorier (20 timer).
Educational activities
Language
This course is taught in Danish.
Course enrollment
See deadline of enrolment.
Tuition fees for single courses
See fees for single courses.
