1IAC4 | Analysis | Computer Science - Apprenticeship | S5 | ||||||
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Lessons : 10 h | TD : 14 h | TP : 0 h | Project : 0 h | Total : 24 h | |||||
Co-ordinator : Patricia Jouannot-Chesney |
Prerequisite | |
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Complex numbers, trigonometric functions, derivatives and integrals | |
Course Objectives | |
The objective of this course is to give some elementary mathematical knowledge compulsory to engineers. | |
Syllabus | |
I. Integral calculation : change of variables, integration by parts ... II. Fourier series III. Fourier transforms : definition and properties : inverse, convolution, shifting and scaling, derivatives, Parseval's relation |
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Practical work (TD or TP) | |
Non renseigné | |
Acquired skills | |
After this teaching, students are expected to be able to calculate Fourier series and Fourier transforms for some elementary functions. | |
Bibliography | |
P. BENICHOU, R. BENICHOU, N. BOY, JP POUGET. Série de Fourier, Transformation de Laplace. Ellipses, 1995. F. RODDIER. Distributions et transformation de Fourier. Mc Graw-Hill, 1988. http://mathworld.wolfram.com/ http://fr.wikipedia.org/wiki/Portail:Mathématiques |
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