AbstractThe existence and uniqueness of invariant measures for the critical, multitype Bienayné-Galton-Watson process is established by proving corresponding results for convex solutions of Abel's functional equation. A limit theorem is obtained by conditioning future extinction. No additional moment assumptions are made
Renormalized sequences of Galton Watson processes converge to Continuous State Branching Processes (...
International audienceConditioning a multitype Galton-Watson process to stay alive into the indefini...
Este artículo considera un proceso de ramificación critico de Galton-Watson con inmigración, en el c...
AbstractThe existence and uniqueness of invariant measures for the critical, multitype Bienayné-Galt...
AbstractThe condition on the offspring distribution in the critical multitype Bienaymé-Galton-Watson...
AbstractWe classify the reverse process {Xn} of a multitype Galton-Watson process {Zn}. In the posit...
AbstractLimit theorems are established for the reverse process of a critical multitype Galton-Watson...
Consider a critical K-type Galton-Watson process {Z(t): t = 0,1,...}, and a real vector w = (w1,...,...
Consider a critical Ktype Galton-Watson process fZ(t) : t = 0; 1; :::g ; and a real vector w = (w 1 ...
AbstractAllowing an offspring probability distribution that has infinite variances, we establish the...
Nagaev S, Wachtel V. Probability inequalities for a critical Galton-Watson process. Teor. Veroyatn. ...
In this paper we prove a conditional limit theorem for a critical Galton-Watson branching process {Z...
The exponential limit law for the critical multitype Bienayme-Galton-Watson process is extended to a...
AbstractThe exponential limit law for the critical multitype Bienaymé-Galton-Watson process is exten...
AbstractLet {Zn} be a supercritical Galton-Watson process in varying environments. It is known that ...
Renormalized sequences of Galton Watson processes converge to Continuous State Branching Processes (...
International audienceConditioning a multitype Galton-Watson process to stay alive into the indefini...
Este artículo considera un proceso de ramificación critico de Galton-Watson con inmigración, en el c...
AbstractThe existence and uniqueness of invariant measures for the critical, multitype Bienayné-Galt...
AbstractThe condition on the offspring distribution in the critical multitype Bienaymé-Galton-Watson...
AbstractWe classify the reverse process {Xn} of a multitype Galton-Watson process {Zn}. In the posit...
AbstractLimit theorems are established for the reverse process of a critical multitype Galton-Watson...
Consider a critical K-type Galton-Watson process {Z(t): t = 0,1,...}, and a real vector w = (w1,...,...
Consider a critical Ktype Galton-Watson process fZ(t) : t = 0; 1; :::g ; and a real vector w = (w 1 ...
AbstractAllowing an offspring probability distribution that has infinite variances, we establish the...
Nagaev S, Wachtel V. Probability inequalities for a critical Galton-Watson process. Teor. Veroyatn. ...
In this paper we prove a conditional limit theorem for a critical Galton-Watson branching process {Z...
The exponential limit law for the critical multitype Bienayme-Galton-Watson process is extended to a...
AbstractThe exponential limit law for the critical multitype Bienaymé-Galton-Watson process is exten...
AbstractLet {Zn} be a supercritical Galton-Watson process in varying environments. It is known that ...
Renormalized sequences of Galton Watson processes converge to Continuous State Branching Processes (...
International audienceConditioning a multitype Galton-Watson process to stay alive into the indefini...
Este artículo considera un proceso de ramificación critico de Galton-Watson con inmigración, en el c...
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