[1]  Klebaner F C. On population-size-dependent branching processes. Adv Appl Prob, 1984, 16: 30--55

[2]  Pierre Loti, Viaud D. A strong law and central limit theorem for controlled Galton-Watson processes. J Appl Prob, 1994, 31: 22--37

[3]  Athreya K B,  Karlin S. On branching processes with random environments: I extinction probabilities. Ann Math Statist, 1971, 42:1499--1520

[4]  Smith W L, Wilkinson W E. On branching processes in random environments. Ann Math Statist, 1969, 40: 814--827

[5]  Hu D. The exisitence and moments of canonical branching chain in random environment. Acta Mathematica  Scientia, 2004, 24B: 499--506

[6]  Fang D, Wang Hangxing. Population-size-dependent branching processes with independent stationsry random environments. Chi J Appl Prob, 1999, 15: 345--350

[7]  Wang Hanxing. Extinction of population-size-dependent branching processes in random environments. J Appl Prob, 1999, 36: 146--154

[8]  Wang Hanxing, Fang D. Asymptotic branching behaviour of population-size-dependent branching processes in Markovian random environments. J Appl Prob, 1999, 36: 611--619

[9]  Schuh H J. Sums of i.i.d.random variables and an application to the explosion criterion for Markov branching processes. J Appl Prob, 1982, 19: 29--38

[10]  Wang Weigang, Lv Ping, Hu Dihe. Harmonic moments of branching processes in random environments.
Acta Mathematica Sinica, 2009, 25: 1087--1096