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Ju Pavlov (1977)
LIMIT THEOREMS FOR THE NUMBER OF TREES OF A GIVEN SIZE IN A RANDOM FORESTMathematics of The Ussr-sbornik, 32
R. Graham, D. Knuth, Oren Patashnik (1991)
Concrete mathematics - a foundation for computer science
V. Sachkov, V. Vatutin (1997)
Probabilistic methods in combinatorial analysis: Contents
Yu. Pavlov (2000)
Random Forests
V. Kolchin (1998)
Random graphs, 53
Yu. Pavlov (1978)
The Asymptotic Distribution of Maximum Tree Size in a Random ForestTheory of Probability and Its Applications, 22
I. Cheplyukova (2004)
The limit distribution of the number of cyclic vertices in a random mapping in a special case, 14
We consider the random variable equal to the number of trees of given size in the graph of a random one-to-one mapping of an n -element set into itself with m connected components. We obtain limit theorems which describe the distribution of this characteristic in the case where n → ∞, m / ln n → ∞, m / ln n = O (ln n ).
Discrete Mathematics and Applications – de Gruyter
Published: Sep 1, 2006
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