|   [1] Heyde C C. A rate of convergence result for the supercritical Galton-Watson process. J Appl Prob, 1970, 7(2): 451–454 
 
[2] Heyde C C. Some central limit analogues for the supercritical Galton-Watson process. J Appl Prob, 1971, 8(1): 52–59 
 
[3] Heyde C C. Some almost sure convergence theorems for branching processes. Z W Verw Geb, 1971, 20(1): 189–192 
 
[4] Hu Y L, Yang X Q, Li Y Q. Theorem of equivalence about the branching processes in random environments. Acta Math Appl Sinica, 2007, 30(3): 411–421 
 
[5] Hu D H. The existence and moments of canonical branching chain in random environment. Acta Mathe-matica Scientia, 2004, 24B(3): 499–506 
 
[6] Athreya K B, Karlin S. Branching processes with random environments, I: extinction probabilities. Ann Math Statist, 1971, 42(5): 1499–1520 
 
[7] Athreya K B, Karlin S. Branching processes with random environments, II: limit theorems. Ann Math Statist, 1971, 42(6): 1843–1858 
 
[8] Olav K. Foundations of modern probability. 2rd ed. Beijing: Science Press, 2006 
 
[9] Durrett R. Probability: theorey and examples. Brooks/Cole, 2005 
 
[10] Gao Z L, Hu X Y. Limit theorems for Galton-Watson processes in varying environments (Submitted, 2010)  |