Le support de cours est le polycopié “Analyse réelle et complexe” de F. Golse, Systèmes Dynamiques, équations différentielles et Géométrie différentielle. Studying MAT Équations différentielles at École de Technologie Supérieure? Équations différentielles (MAT ) Notes de cours, cours La place table. The three volume work Cours d’analyse mathématique by Edouard Goursat became Contents: Théorie des fonctions analytiques; Equations différentielles; .

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Flattenparametrize a function to make it infinitesimal at a point. Basis changewrite a vector under another basis. Accordancefind a polynomial according to its values.

Special relativity and steps towards general relativityelementary relativity exercises.

OEF rectanglescollection of exercises on rectangles. Diffferentielle complexelementary questions on complex numbers. Two squaresdecompose an integer into sums of two squares.

OEF probacollection of exercises on elementary probability. Pathfindlink points by a shortest path. OEF Limit calculus with logarithms or exponentialspractising with computational rules of limits and indeterminate forms. Coincidence-Polynomialfind a polynomial according to its curve.

Graphic ODEgraphically recognize solution of a linear ordinary differential equation. OEF vectors 3Dcollection of exercises on 3D vectors. Decompdecompose a composed function. Prog sum of integersprogramming exercises on summing a list of integers. Function drawdraw a function using the graph of another, requires java.


equuation Graphic complex inequalitiesrecognize a region of the complex plane described by inequalities. Quadratic choicerecognize the graph of a quadratic polynomial. Coincidence Transformationtransform a given 2D shape into another given one. Bezoutcomputes euclidean division, gcd, lcm, Bezout relation. Data General interest science topicsaudio collection used in an exercise module.

Vector shootclick on a linear combination of 2D vectors. OEF Taylorcollection of exercises on Taylor expansions of real functions. Activities Function calculatorfor one-variable real functions: OEF ohmexercises on ohm’s law and serial and parallel connections. Derivative dialogask questions to get information in order to compute derivatives. Extend-subspaceextend a vector subspace to a required dimension.

Contfracexpand a real number into continued fraction. Lintersectfind the intersection of 2 lines, 2 planes, line and plane, etc.

Exemples d’équations différentielles — Wikipédia

OEF countriesexercises on countries in the world: Prime congruence basefind a prime for the base of a congruence relation. OEF Linsys 2x2collection of exercises on elementary linear systems 2×2. OEF Tenses and conditionalsexercises on present and past tenses, differrentielle.

Triangular shootclick on one of the centers of a triangle.


Résolution numérique d’équations différentielles

OEF integrales with parameterscollection of exercices on integrals depending on a parameter Hamming complementFind a maximum of binary words respecting a given Hamming distance. Primitive drawgiven the graph of a function, draw that of an anti-derivative.

Parametric pointsplots a parametric curve differentiflle moving point. Graphic functionsrecognize the graph of f -x from that of f xetc.

Animated drawingplot zooming, deforming and rotating curves and surfaces. Triangmultfind two triangular matrices whose product is a given square matrix. OEF double integralscollection of exercises on double integrals. OEF vector subspacescollection of exercises on vector subspaces. OEF definite integralcollection of exercises on definite integrals of one variable theory and computation. Magic courrsgame based on a variation of magic squares.

Goldbach equatin, write an even integer as sum of two primes. Sequence plotplot a numerical sequence or series. Wfindfind words by letter patterns. OEF finite fieldcollection of exercises on finite fields.