Asymptotic Properties in Nonlinear Reproductive Dispersion Models with Random Effects
非线性再生散度随机效应模型的渐近性质

This paper proposes some regularity conditions analogous to those given by Barndorff-Nielsen and Cox(1989), Severini and Wong(1992). On the basis of the proposed regularity conditions and Laplaces's approximation, the existence, the strong consistency and the asymptotic normality of maximum likelihood estimator (MLE) are proved in nonlinear reproductive dispersion models with random effects.