Coursera – Analytic Combinatorics 2022-12
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Analytic Combinatorics is an Analytic Combinatorics course published by Coursera Online University.
Analytical compositions teaches arithmetic that enables accurate quantitative prediction of large compositional structures. This course introduces the symbolic method for deriving functional relations between ordinary, exponential, and multivariate generating functions and methods in complex analysis for deriving exact asymptotes from GF equations.
Our first lecture is about the symbolic method, where we define composite structures that we can use to define classes of composite objects. The structures are integrated with transfer theorems that lead to equations that define generating functions whose coefficients enumerate the classes. We consider several examples of classical compositions.
All facilities of this course are available for free. After completion, it does not provide a certificate.
What you will learn in Analytic Combinatorics:
- Hybrid structures and OGFs
- Labeled constructs and EGFs
- Combined parameters and MGFs
- Complex, logical asymptotic and meromorphic analysis
- Logical and meromorphic asymptotic applications
- Singularity analysis
- Applications of singularity analysis
- Saddle point asymptote
Course Specifications
- Publisher: Coursera
- Instructors: Robert Sedgewick
- Language: English
- Level: Intermediate
- institution/university: Princeton University
- Number of Weeks: 8
- Duration: Approx. 17 hours to complete
Courses included:
Week 1
Combinatorial Structures and OGFs
Week 2
Labelled Structures and EGFs
Week 3
Combinatorial Parameters and MGFs
Week 4
Complex Analysis, Rational and Meromorphic Asymptotics
Week 5
Applications of Rational and Meromorphic Asymptotics
Week 6
Singularity Analysis
Week 7
Applications of Singularity Analysis
Week 8
Saddle Point Asymptotics
Pictures
Analytic Combinatorics Introduction Video
Installation Guide
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Subtitle: English
Quality: 720p
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2.74 GB