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684 – Stochastic Processes in Computation and Inference
Asymptotic Properties of Bootstrap Parameter Estimator for the AR(2) Model
Bambang Suprihatin
Sriwijaya University
Suryo Guritno
Gadjah Mada University
Sri Haryatmi
Gadjah Mada University
This paper is the extension of our research about asymptotic distribution of the bootstrap parameter estimator for the AR(1) model. We investigate the asymptotic distribution of the bootstrap parameter estimator of a second order autoregressive AR(2) model by applying the delta method. The asymptotic distribution is the crucial property in inference of statistics. We conclude that the bootstrap parameter estimators of the AR(2) model asymptotically converge in distribution to the normal distribution.