The family tree of a Galton-Watson branching process may contain N-ary subtrees, i.e. subtrees whose vertices have at least N>=1 children. For family trees without infinite N-ary subtrees, we study how fast N-ary subtrees of height t disappear as t-->[infinity].
We show that the number of copies of a given rooted tree in a conditioned Galton-Watson tree satisfi...
We investigate a multi-type Galton-Watson process in a random environment generated by a sequence of...
We consider the asymptotics of various estimators based on a large sample of branching trees from a ...
All in-text references underlined in blue are linked to publications on ResearchGate, letting you ac...
We study survival properties of inhomogeneous Galton-Watson processes. We determine the so-called br...
We study the survival properties of inhomogeneous Galton-Watson processes. We determine the so-calle...
We introduce a generalization of Galton-Watson trees where, individuals have independently a number ...
We study S(T-n), the number of subtrees in a conditioned Galton-Watson tree of size n. With two very...
Summary. Consider a rooted N-ary tree. To every vertex of this tree, we attach an i.i.d. continuous ...
Let τn be a random tree distributed as a Galton-Watson tree with geometric offspring distribution co...
Lecture given in Hammamet, December 2014.The main object of this course given in Hammamet (December ...
Let τn be a random tree distributed as a Galton-Watson tree with geometric offspring distribution co...
We study the additive functional X-n(alpha) on conditioned Galton-Watson trees given, for arbitrary ...
In this paper, we consider Galton-Watson trees conditioned by the size. We show that the number of k...
This note defines a notion of multiplicity for nodes in a rooted tree andpresents an asymptotic calc...
We show that the number of copies of a given rooted tree in a conditioned Galton-Watson tree satisfi...
We investigate a multi-type Galton-Watson process in a random environment generated by a sequence of...
We consider the asymptotics of various estimators based on a large sample of branching trees from a ...
All in-text references underlined in blue are linked to publications on ResearchGate, letting you ac...
We study survival properties of inhomogeneous Galton-Watson processes. We determine the so-called br...
We study the survival properties of inhomogeneous Galton-Watson processes. We determine the so-calle...
We introduce a generalization of Galton-Watson trees where, individuals have independently a number ...
We study S(T-n), the number of subtrees in a conditioned Galton-Watson tree of size n. With two very...
Summary. Consider a rooted N-ary tree. To every vertex of this tree, we attach an i.i.d. continuous ...
Let τn be a random tree distributed as a Galton-Watson tree with geometric offspring distribution co...
Lecture given in Hammamet, December 2014.The main object of this course given in Hammamet (December ...
Let τn be a random tree distributed as a Galton-Watson tree with geometric offspring distribution co...
We study the additive functional X-n(alpha) on conditioned Galton-Watson trees given, for arbitrary ...
In this paper, we consider Galton-Watson trees conditioned by the size. We show that the number of k...
This note defines a notion of multiplicity for nodes in a rooted tree andpresents an asymptotic calc...
We show that the number of copies of a given rooted tree in a conditioned Galton-Watson tree satisfi...
We investigate a multi-type Galton-Watson process in a random environment generated by a sequence of...
We consider the asymptotics of various estimators based on a large sample of branching trees from a ...