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 (...
Summary. Durrett (1984) proved the existence of an invariant measure for the critical and supercriti...
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 exponential limit law for the critical multitype Bienaymé-Galton-Watson process is exten...
The exponential limit law for the critical multitype Bienayme-Galton-Watson process is extended to a...
AbstractThe condition on the offspring distribution in the critical multitype Bienaymé-Galton-Watson...
International audienceConditioning a multitype Galton-Watson process to stay alive into the indefini...
Nagaev S, Wachtel V. Probability inequalities for a critical Galton-Watson process. Teor. Veroyatn. ...
Nagaev S, Wachtel V. The critical Galton-Watson process without further power moments. J. Appl. Prob...
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 ...
A multitype Dawson-Watanabe process is conditioned, in subcriti-cal and critical cases, on non-extin...
In this paper we prove a conditional limit theorem for a critical Galton-Watson branching process {Z...
Nagaev S, Wachtel V. On a local limit theorem for a critical Galton-Watson process. Teor. Veroyatn. ...
Renormalized sequences of Galton Watson processes converge to Continuous State Branching Processes (...
Summary. Durrett (1984) proved the existence of an invariant measure for the critical and supercriti...
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 exponential limit law for the critical multitype Bienaymé-Galton-Watson process is exten...
The exponential limit law for the critical multitype Bienayme-Galton-Watson process is extended to a...
AbstractThe condition on the offspring distribution in the critical multitype Bienaymé-Galton-Watson...
International audienceConditioning a multitype Galton-Watson process to stay alive into the indefini...
Nagaev S, Wachtel V. Probability inequalities for a critical Galton-Watson process. Teor. Veroyatn. ...
Nagaev S, Wachtel V. The critical Galton-Watson process without further power moments. J. Appl. Prob...
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 ...
A multitype Dawson-Watanabe process is conditioned, in subcriti-cal and critical cases, on non-extin...
In this paper we prove a conditional limit theorem for a critical Galton-Watson branching process {Z...
Nagaev S, Wachtel V. On a local limit theorem for a critical Galton-Watson process. Teor. Veroyatn. ...
Renormalized sequences of Galton Watson processes converge to Continuous State Branching Processes (...
Summary. Durrett (1984) proved the existence of an invariant measure for the critical and supercriti...
Este artículo considera un proceso de ramificación critico de Galton-Watson con inmigración, en el c...
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