TMA4135 - Mathematics 4D for fak. E7, F2, S.
Fall 2004
Norwegian
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11.10Remember to bring your "studiebevis/semesterkort" to
the Midterm exam.
11.10The Midterm exam will be held Saturday
October 16 at 10 AM. The test takes place in the S-auditoriums.
| Last name |
Auditorium |
| A-K |
S7 |
| L-T |
S8 |
| U-Aa |
S4 |
The test lasts 90 minutes. It is a multiple
choice test with 10 problems. Each problem has 4
different answers..
Click here for
information (Norwegian) and read it in advance.
Remember to bring a blue or black ball point pen.
A pencil simply will not do!
05.10On the midterm you will be asked about everything treated
in the lectures before the break of weak 41, together with
problem sets 1 - 6.
Consult the plan
from week 34 to and including week 40.
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| Lecturer: (mathematics)
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Finn Knudsen,
room 1252, Sentralbygg II, phone. 73593523.
e-mail: finn.knudsen(a)math.ntnu.no
Office hours:
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| Lecturer: (numerics)
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Håvard Berland,
room 1304, Sentralbygg II, phone. 73593527.
e-mail: havard.berland(a)math.ntnu.no
Office hours:
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| Master student assistant:
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Per Mathias Nedrebø, e-mail: nedrebo(a)fysmat.ntnu.no
Office hours:
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| Reference group:
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André Kristianslund, epost: andrehen(a)stud.ntnu.no
MTDT
Mari K. Leite, epost: mariklok(a)stud.ntnu.no
MTKOM
Siri Skaaland, epost: siriska(a)stud.ntnu.no
MTKOM
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| Lectures:
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Tuesday 14:15 - 16:00 R7.
Plan
Thursday 15:15 - 17:00 S3.
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| Problem sessions:
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Monday 15:15 - 17:00 ELROM. Information
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| Textbook:
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Erwin Kreyszig,
Advanced Engineering Mathematics, 8. utgave.
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| Preliminary syllabus:
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kap. 5.1-5.7 (The Laplace transform.)
kap. 8.8-8.9 and Appendix A3.2.
(Partial derivatives.)
kap. 10.1-10.5, 10.7-10.8, 10.10
(Fourier series, Fourier integral and The Fourier transform.)
kap. 11.1-11.3, 11.5-11.6
(Partial differential equations.)
kap. 17.1-17.3, 17.5
(General numerical methods.)
kap. 18.1-18.3
(Numeriscal linear algebra.)
kap. 19.1, 19.3-19.4, 19.6
(Numerical methods for ordinary and partial
differential equations.)
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| Exam:
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December 17. 2004,
written, 4 hours. The midterm-exam counts 20 %.
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| Old exams:
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Problem book
Exams with solutions
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| Notes:
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Newtons method for systems
Tips for integrating certain simple functions
Gauss-Seidel and Jacobi iteration in matlab
List of formulas following the exam problems
Useful information about HP30S
Lineære ordinære differensialligninger, generell teori
Praktisk løsning av enkle differensialligninger
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