(Enter summary)
Abstract: A systematic approach to the random generation of labelled combinatorial objects
is presented. It applies to structures that are decomposable, i.e., formally specifiable by
grammars involving set, sequence, and cycle constructions. A general strategy is developed
for solving the random generation problem with two closely related types of methods: for
structures of size n, the boustrophedonic algorithms exhibit a worst--case behaviour of the
form O(n log n); the sequential algorithms have worst... (Update)
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BibTeX entry: (Update)
Flajolet, P., Zimmermann, P., and Cutsem, B. V. A calculus for the random generation of combinatorial structures. Theoretical Comput. Sci.. 29 pages. To appear. Also available as Inria Research Report number 1830. http://citeseer.ist.psu.edu/article/flajolet93calculus.html More
@techreport{ flajoletcalculus,
author = "Philippe Flajolet and P. Zimmermann and B. Van Custem",
title = "A Calculus for the random generation of combinatorial structures",
number = "RR-1830",
pages = "29 p.",
url = "citeseer.ist.psu.edu/article/flajolet93calculus.html" }
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