Add to ORKGWe study S(T-n), the number of subtrees in a conditioned Galton-Watson tree of size n. With two very different methods, we show that log(S(T-n)) has a Central Limit Law and that the moments of S(T-n) are of exponential scale
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2001.Includes bibliogr...
We study the local limit in distribution of Bienaymé-Galton-Watson trees conditioned on having large...
Abstract. We consider a biased random walk Xn on a Galton-Watson tree with leaves in the sub-ballist...
We study S(T-n), the number of subtrees in a conditioned Galton-Watson tree of size n. With two very...
We study the additive functional X-n(alpha) on conditioned Galton-Watson trees given, for arbitrary ...
We show that the number of copies of a given rooted tree in a conditioned Galton-Watson tree satisfi...
It is proved that the moments of the width of Galton-Watson trees of size n and with offspring varia...
Abstract. We give a necessary and sufficient condition for the convergence in distribution of a cond...
The family tree of a Galton-Watson branching process may contain N-ary subtrees, i.e. subtrees whos...
In this paper, we consider Galton-Watson trees conditioned by the size. We show that the number of k...
Abstract. We provide a complete picture of the local convergence of critical or subcritical Galton-W...
Let τn be a random tree distributed as a Galton-Watson tree with geometric offspring distribution co...
It is proved that the moments of the width of Galton-Watson trees of size n and with offspring varia...
Abstract. We consider conditioned Galton–Watson trees and show as-ymptotic normality of additive fun...
International audienceWe consider a marking procedure of the vertices of a tree where each vertex is...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2001.Includes bibliogr...
We study the local limit in distribution of Bienaymé-Galton-Watson trees conditioned on having large...
Abstract. We consider a biased random walk Xn on a Galton-Watson tree with leaves in the sub-ballist...
We study S(T-n), the number of subtrees in a conditioned Galton-Watson tree of size n. With two very...
We study the additive functional X-n(alpha) on conditioned Galton-Watson trees given, for arbitrary ...
We show that the number of copies of a given rooted tree in a conditioned Galton-Watson tree satisfi...
It is proved that the moments of the width of Galton-Watson trees of size n and with offspring varia...
Abstract. We give a necessary and sufficient condition for the convergence in distribution of a cond...
The family tree of a Galton-Watson branching process may contain N-ary subtrees, i.e. subtrees whos...
In this paper, we consider Galton-Watson trees conditioned by the size. We show that the number of k...
Abstract. We provide a complete picture of the local convergence of critical or subcritical Galton-W...
Let τn be a random tree distributed as a Galton-Watson tree with geometric offspring distribution co...
It is proved that the moments of the width of Galton-Watson trees of size n and with offspring varia...
Abstract. We consider conditioned Galton–Watson trees and show as-ymptotic normality of additive fun...
International audienceWe consider a marking procedure of the vertices of a tree where each vertex is...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 2001.Includes bibliogr...
We study the local limit in distribution of Bienaymé-Galton-Watson trees conditioned on having large...
Abstract. We consider a biased random walk Xn on a Galton-Watson tree with leaves in the sub-ballist...