Une fonction discontinue peut-elle être solution d'une équation différentielle? Comment définir rigoureusement la masse de Dirac (une "fonction" d'intégrale un, nulle partout sauf en un point) et ses dérivées? Peut-on définir une notion de "dérivée d'ordre fractionnaire"? Cette initiation aux distributions répond à ces questions - et à bien d'autres.
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Initiation à la théorie des distributions
École PolytechniqueAbout this Course
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Flexible deadlines
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Shareable Certificate
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Approx. 15 hours to complete
French
Subtitles: French
Flexible deadlines
Reset deadlines in accordance to your schedule.
Shareable Certificate
Earn a Certificate upon completion
100% online
Start instantly and learn at your own schedule.
Approx. 15 hours to complete
French
Subtitles: French
Offered by

École Polytechnique
École polytechnique combines research, teaching and innovation at the highest scientific and technological level worldwide to meet the challenges of the 21st century. At the forefront of French engineering schools for more than 200 years, its education promotes a culture of multidisciplinary scientific excellence, open in a strong humanist tradition.\n
Syllabus - What you will learn from this course
1 hour to complete
Cours 1
1 hour to complete
5 videos (Total 57 min), 1 reading
1 hour to complete
Cours 2
1 hour to complete
6 videos (Total 67 min), 1 reading
2 hours to complete
Cours 3
2 hours to complete
6 videos (Total 84 min), 1 reading, 1 quiz
2 hours to complete
Cours 4
2 hours to complete
6 videos (Total 107 min), 1 reading
Reviews
- 5 stars85.71%
- 4 stars9.52%
- 3 stars4.76%
TOP REVIEWS FROM INITIATION À LA THÉORIE DES DISTRIBUTIONS
by RYApr 30, 2020
je suis satisfait pour ce cour ,merci infiniment pour tout le staf
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