probability, varying environment, inhomogeneous Galton-Watson process, prophet inequal-ities. 1 A curious connection exists between the theory of optimal stopping for independent random variables, and branching processes. In particular, for the branching process Z n with ospring distribution Y, there exists a random variable X such that the probability P (Z n = 0) of extinction of the nth generation in the branching process equals the value obtained by optimally stopping the sequence
AbstractA general branching process begins with a single individual born at time t=0. At random ages...
International audienceWe establish a general sufficient condition for a sequence of Galton–Watson br...
We present some limit theorems for branching processes in random environments, which can be found in...
Dans ce mémoire, nous traitons d'une généralisation des processus de Galton-Watson connue sous le no...
International audienceConditioned on the generating functions of offspring distribution, we study th...
We study the survival properties of inhomogencous Galton-Watson processes. We determine the so-calle...
We study the survival properties of inhomogeneous Galton-Watson processes. We determine the so-calle...
(Translated by the authors) Abstract. The upper bounds for the large deviation probabilities of a cr...
A general branching process begins with a single individual born at time t=0. At random ages during ...
A discrete Galton-Watson process is modified by an absorbing process, which, within each generation,...
We investigate a multi-type Galton-Watson process in a random environment generated by a sequence of...
AbstractLet ξ1,ξ2,… be a sequence of independent, identically distributed r.v. with a continuous dis...
In this paper we present an explicit solution to the infinite-horizon optimal stopping problem for p...
This paper deals with branching processes in varying environment, namely, whose offspring distributi...
Suppose that {ξ (k,j), k,j ∈ N} be a sequence of independent identically distributed random variable...
AbstractA general branching process begins with a single individual born at time t=0. At random ages...
International audienceWe establish a general sufficient condition for a sequence of Galton–Watson br...
We present some limit theorems for branching processes in random environments, which can be found in...
Dans ce mémoire, nous traitons d'une généralisation des processus de Galton-Watson connue sous le no...
International audienceConditioned on the generating functions of offspring distribution, we study th...
We study the survival properties of inhomogencous Galton-Watson processes. We determine the so-calle...
We study the survival properties of inhomogeneous Galton-Watson processes. We determine the so-calle...
(Translated by the authors) Abstract. The upper bounds for the large deviation probabilities of a cr...
A general branching process begins with a single individual born at time t=0. At random ages during ...
A discrete Galton-Watson process is modified by an absorbing process, which, within each generation,...
We investigate a multi-type Galton-Watson process in a random environment generated by a sequence of...
AbstractLet ξ1,ξ2,… be a sequence of independent, identically distributed r.v. with a continuous dis...
In this paper we present an explicit solution to the infinite-horizon optimal stopping problem for p...
This paper deals with branching processes in varying environment, namely, whose offspring distributi...
Suppose that {ξ (k,j), k,j ∈ N} be a sequence of independent identically distributed random variable...
AbstractA general branching process begins with a single individual born at time t=0. At random ages...
International audienceWe establish a general sufficient condition for a sequence of Galton–Watson br...
We present some limit theorems for branching processes in random environments, which can be found in...