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| MATH0104-1 | Mathematics: diffrential and integral calculus - linear calculus | ||||||||
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| Duration : | 90h Th | ||||||||
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| Holder(s) : | Jacques Bair | ||||||||
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| Course contents : | Calculus : Real and hyperreal numerical lines. Continuity, derivability, differentiation, primitivation and integration for functions with one real variable (with a non standard approach). Linear algebra : Algebra for vectors and matrices. Linear systems. Characteristiv values and vectors; diagonalisation. Quadratic forms (without and with constraints). Markov's chains. Generalized inverse. | ||||||||
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| Course objective : | To learn to be rigorous, to use mathematics in management, to solve concrete problems. | ||||||||
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| Prerequisites : | Principles of mathematical reasonings, elementary algebra, basic trigonometry and geometry, theory of real numbers. | ||||||||
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| Workshops : | Exercises for little groups. Work on computers with Mathematica. | ||||||||
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| Organization : | Semesters 1 and 2. Theory = 60 hours; exercises : 30 hours. | ||||||||
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| Written notes : | See on the net : http://www.sig.egss.ulg.ac.be/math/ | ||||||||
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| Assessment : | First session : the final resul is an integer which is obtained by the arithmetical mean of four quotations : - written examination about linear algebra (first semester); - written examination about calculus (secon semester); - oral examination about theory; - work of the year. Secon session : - written examination about exercises (2/3 of the total); - oral examination about theory (1/3 of the total). | ||||||||
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| Contacts : | Bair J., 1/49; tel. : 04/366.30.18; e-mail : J.Bair@ulg.ac.be. Henry V., 1/38; tel. 04/366.27.36; e-mail : V.Henry@ulg.ac.be. Internet : http://www.sig.egss.ulg.ac.be/math/ | ||||||||
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ULg : Students and Studies Administration - Academic Affairs
Contact : Monique Marcourt, direction A.E.E.
Date of data : 8/04/2005
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