VI: 18, 177-197, LNM 258 (1972)
NAGASAWA, Masao
Branching property of Markov processes (
Markov processes)
To be completed
Keywords: Branching processesNature: Original
Retrieve article from Numdam
VII: 13, 122-135, LNM 321 (1973)
KHALILI-FRANÇON, Elisabeth
Processus de Galton-Watson (
Markov processes)
This paper is mostly a survey of previous results with comments and some alternative proofs
Comment: An erroneous statement is corrected in
939Keywords: Branching processes,
Galton-Watson processesNature: Exposition,
Original additions Retrieve article from Numdam
IX: 26, 471-485, LNM 465 (1975)
NAGASAWA, Masao
Multiplicative excessive measures and duality between equations of Boltzmann and of branching processes (
Markov processes,
Statistical mechanics)
The author investigates the connection between the branching Markov processes constructed over some given Markov processes and a non-linear equation close to Boltzmann's equation. A special class of excessive measures for the branching Markov process is described and studied, as well as the corresponding dual processes
Comment: For other contributions by the same author devoted to the relation between branching process and non-linear equations, see
618,
1011Keywords: Boltzmann equation,
Branching processesNature: Original Retrieve article from Numdam
IX: 39, 589-589, LNM 465 (1975)
KHALILI-FRANÇON, Elisabeth
Correction à ``Processus de Galton-Watson'' (
Markov processes)
Proposition 1(ii) p.126 of
713 is true only in the case $q=0$
Keywords: Branching processesNature: Correction Retrieve article from Numdam
X: 11, 184-193, LNM 511 (1976)
NAGASAWA, Masao
A probabilistic approach to non-linear Dirichlet problem (
Markov processes)
The theory of branching Markov processes in continuous time developed in particular by Ikeda-Nagasawa-Watanabe (
J. Math. Kyoto Univ.,
8, 1968 and
9, 1969) and Nagasawa (
Kodai Math. Sem. Rep. 20, 1968) leads to the probabilistic solution of a non-linear Dirichlet problem
Comment: For other contributions by the same author devoted to the relation between branching process and non-linear equations, see
618,
926Keywords: Branching processes,
Dirichlet problemNature: Original Retrieve article from Numdam
XLV: 12, 305-322, LNM 2078 (2013)
DÖRING, Leif;
ROBERTS, Matthew I.
Catalytic Branching Processes via Spine Techniques and Renewal TheoryKeywords: Branching processes,
renewal theoremNature: Original
