| Sriram,T.N.,Basawa,I.V. and Huggins,R.M.(1991): Sequential estimation for branching processes with immigration, Annals of Statistics, 19, No.4, 2232-2243. |
....problem of estimating the mean m and other parameters of a supercritical branching process has received considerable attention in the literature; for a classical treatment of the problem refer to the book of Guttorp [37] More recently, Wei and Winnicki [61] Winnicki [62] Sriram, et.al. [57], and Datta and Sriram [35] investigated the estimation of m from a branching process with immigration. Applications in the context of polymerase chain reaction have been investigatedby Sun and Waterman [58] 3 Branching Process: Multitype Case Consider now a population with k types of ....
Sriram,T.N.,Basawa,I.V. and Huggins,R.M.(1991): Sequential estimation for branching processes with immigration, Annals of Statistics, 19, No.4, 2232-2243.
.... now mainly devoted to branching processes with immigration when the immigration is independent of reproduction (Heyde and Seneta ( 20] and [21] Quine [26] Bhat and Adke [4] Ventakamaran [31] Winnicki ( 34] and [35] Hudson [24] Wei and Winnicki [32] Wei [33] Sriram [29] Sriram et al. [30], Guttorp [15] Dion and Yanev [8] In the case of state dependent immigration most of the works concern limit theorems (Foster [13] Pakes [25] Yanev and Yanev [36] Rahimov [28] and only a few people have studied the estimation problems for these processes with immigration (Rahimov [27] or ....
Sriram, T.N., Basawa I.V. and Huggins R.M. (1991) Sequential estimation for branching processes with immigration. Ann. Statist. 19, 2232--2243.
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