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- Analytic_combinatorics abstract "In mathematics, analytic combinatorics is one of the many techniques of counting combinatorial objects. It uses the internal structure of the objects to derive formulas for their generating functions, and then, it uses complex analysis techniques to get asymptotics. This particular theory was mostly developed by Philippe Flajolet,and is detailed in his book with Robert Sedgewick, Analytic Combinatorics.Earlier contributors to the key ideas and techniques include Leonhard Euler, Arthur Cayley, Srinivasa Ramanujan, George Pólya, and Donald Knuth.".
- Analytic_combinatorics wikiPageExternalLink book.pdf).
- Analytic_combinatorics wikiPageID "986932".
- Analytic_combinatorics wikiPageRevisionID "603648242".
- Analytic_combinatorics hasPhotoCollection Analytic_combinatorics.
- Analytic_combinatorics subject Category:Combinatorics.
- Analytic_combinatorics comment "In mathematics, analytic combinatorics is one of the many techniques of counting combinatorial objects. It uses the internal structure of the objects to derive formulas for their generating functions, and then, it uses complex analysis techniques to get asymptotics.".
- Analytic_combinatorics label "Analytic combinatorics".
- Analytic_combinatorics label "Combinatoire analytique".
- Analytic_combinatorics sameAs Combinatoire_analytique.
- Analytic_combinatorics sameAs m.03wx29.
- Analytic_combinatorics sameAs Q2985062.
- Analytic_combinatorics sameAs Q2985062.
- Analytic_combinatorics wasDerivedFrom Analytic_combinatorics?oldid=603648242.
- Analytic_combinatorics isPrimaryTopicOf Analytic_combinatorics.