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| MATH0106-2

 | Mathematics, partim 4 : multi-varied analysis

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| Duration : | 30h Th, 15h Pr | |
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| Credits/ECTS : |
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| Holder(s) : | Jacques Bair | |
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| Course contents :
| Toplogy for n dimensional euclidean space. Partial derivation. Concave, convex, implicit and homogeneus functions. Optimization theory (without and with constraints). Integration with functions of two variables. Dynamic models. | |
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| Course objective :
| To use mathematical analysis in economical problems | |
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| Prerequisites :
| Linear algebra and calculus for functions with one real variable. | |
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| Workshops :
| Once a week. | |
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| Organization :
| Classical exposition for theory. Exercises wihout and with computers. | |
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| Written notes :
| - Analyse mathématique, Ed. Presses Universitaires de Liège, par J. Bair - Exercices résolus d'analyse multivariée, Ed. Presses Universitaires de Liège, par G. Haesbroeck et V. Henry | |
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| Assessment :
| Written examinations. | |
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| Contacts :
| Professor : J. BAIR, EGSS, 7 bd du Rectorat, Bât. B31, Local : R/49 Tél. 04/3663018 - E-mail: J.Bair@ulg.ac.be
Assistant : V. HENRY , Local : R/51 Tél. 04/366 27 36 - E-Mail : V.Henry@ulg.ac.be
Internet address: http://www.sig.egss.ulg.ac.be/math/ | |
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