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Avis et commentaires pour d'étudiants pour Combinatoire analytique par Université de Princeton

4.6
étoiles
50 évaluations
10 avis

À propos du cours

Analytic Combinatorics teaches a calculus that enables precise quantitative predictions of large combinatorial structures. This course introduces the symbolic method to derive functional relations among ordinary, exponential, and multivariate generating functions, and methods in complex analysis for deriving accurate asymptotics from the GF equations. All the features of this course are available for free. It does not offer a certificate upon completion....

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1 - 10 sur 10 Avis pour Combinatoire analytique

par Maciej F

6 mai 2020

This is my first course on Coursera. I've found it among set of Ivy League free courses, advertised on the Internet due to Coronavirus. The topic is very interesting - on standard discrete mathematic courses on mathematical or IT studies, generating functions are treated very softly. Here I could learn many great things. Second part of course may be a little bit harder for IT students who do not have previous knowledge about complex analysis.

par Silvio C

14 mai 2018

The lectures are very well organized. The instructor, a most prominent figure in the field of combinatorics, explains advanced mathematical notions without sacrificing rigor. I appreciated the option to retake quizzes as many times as one wants, even after passing them, to test one's understanding and assimilation of the concepts.

par Sergio G

17 avr. 2020

excelente experiencia

par Sebastien B

15 févr. 2020

Very good class if you're into computer science and enjoy abstract math.

There are a few typos in the quizzes that could easily be fixed: make sure you check the forum.

par Zult H

11 août 2020

Excellent course. One minus is that there are some unfortunate typos/errors in the quizzes.

par Brian H

10 mai 2020

Excellent class.

par adauto d s m

30 juil. 2020

excelente

par Juan A O Z

2 janv. 2020

Gooooddd

par Tomer

6 avr. 2018

Great

par zhangdi

16 sept. 2018

组合分析