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| MATH0002-3 | Mathematical Analysis I
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| Duration : | 50h Th, 40h Pr |
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| Credits/ECTS : |
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| Holder(s) : | Eric Delhez |
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| Language : | French language |
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| Course contents : | The course covers the following topics :
- Functions of a real variable : limit, continuity, derivative, indefinite integral, Riemann integral,...
- Ordinary differential equations
- Functions of several real variables : limit, continuity, differentiation, extrema.
- Series : numerical series, series of functions, power series.
- Lebesgue Integral theory : line, surface and volume integrals.
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| Course objective : | Theoretical justification and use of calculus applied to engineering problems. |
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| Prerequisites : | Basic notions of mathematics : algebraic equations, inegalities, trigonometry, real and complex numbers |
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| Organization : | Lectures : 50 hours - Exercices : 40 hours
First and second quadrimestres |
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| Written notes : | Analyse Mathématique, E.J.M. DELHEZ (2 volumes in french). Lecture notes distributed by the AEES. |
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| Assessment : | A written test in January. A note higher than or equal to 10/20 gives an exemption for the final test. Notes less than 10/20 are discarded.
A written test and an oral test in May/June.
A written test in August/September (retakes). |
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| Contacts : | Eric J.M. DELHEZ
Institut de Mathématique, B37
Tél. 04/366.94.19
E.Delhez@ulg.ac.be |
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| Remarks : | Detailed information at
http://www.ulg.ac.be/mathgen/cours/analyse/analyse.html |
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