拟似然非线性模型的某些渐近推断:几何方法

• 作 者: 韦博成 唐年胜 王学仁
• 机 构: Dept.of Math.,Southeast Univ.,Nanjing 210096;Dept.of Statistics,Yunan Univ.,Kunming 650091
• 出 处: 高校应用数学学报B辑
• 发表日期: 2000年2期
• 关键词: Curvature array quasi-information quasi-likelihood nonlinear models stochastic e

A modified Bates and Watts geometric framework is proposed for quasi-likelihood nonlinear models in Euclidean inner product space.Based on the modified geometric framework,some asymptotic inference in terms of curvatures for quasi-likelihood nonlinear models is studied.Several previous results for nonlinear regression models and exponential family nonlinear models etc.are extended to quasi-likelihood nonlinear models.