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	Flajolet, Philippe     Options: All Media Types Journals Proceedings Div Books Whole Books Other Date Reviewed Title Author Publisher Published Date Descending Ascending Date Reviewed     1 - 5 of 11 reviews       Analytic combinatorics Flajolet P., Sedgewick R., Cambridge University Press, New York, NY, 2009. 824 pp.  Type: Book (9780521898065) This book is an encyclopedic treatment of the mathematics known as analytic combinatorics. Analytic combinatorics is a combination of enumerative combinatorics and the art and science of approximation. The goal of enumerative combinato...... May 20 2009     The scientific works of Rainer Kemp (1949-2004) Flajolet P., Nebel M., Prodinger H. Theoretical Computer Science 355(3): 371-381, 2006.  Type: Article From the enumeration of leftist trees [1] to the basics of parsing context-free grammars, Rainer Kemp (1949--2004) had a major role in shaping the grounding of the analysis of algorithms. His research in the theory of formal l...... Aug 16 2006     Continued fraction algorithms, functional operators, and structure constants Flajolet P., Vallée B. Theoretical Computer Science 194(1-2): 1-34, 1998.  Type: Article The techniques applied in the analysis of algorithms are described through the example of the classical continued fraction expansion of real numbers....... Aug 1 1998     An introduction to the analysis of algorithms Sedgewick R., Flajolet P., Addison-Wesley Longman Publishing Co., Inc., Boston, MA, 1996.  Type: Book (9780201400090) Some books take longer to review than others. When two eminent practitioners with a lot of experience in writing for various audiences produce a book of this length on the analysis of algorithms, it is unlikely that the critical reade...... Mar 1 1997     Mellin transforms and asymptotics Flajolet P., Grabner P., Kirschenhofer P., Prodinger H., Tichy R. Theoretical Computer Science 123(2): 291-314, 1994.  Type: Article A digital sum is the number of occurrences of the digit 1, or some other pattern of digits, in the codes (for some type of code) of 0 , 1 ,..., n - 1. A well-known digital sum is the number of occurrences of the digi...... Jan 1 1996     Display 510152550100 per column
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