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Weak convergence of the sequential empirical processes of residuals in TAR models
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作者 LI Dong 《Science China Mathematics》 SCIE 2014年第1期173-180,共8页
This paper studies the weak convergence of the sequential empirical process K n of the residuals in the threshold autoregressive(TAR)model of order p.Under some mild conditions,it is shown that K n converges weakly to... This paper studies the weak convergence of the sequential empirical process K n of the residuals in the threshold autoregressive(TAR)model of order p.Under some mild conditions,it is shown that K n converges weakly to a Kiefer process plus a random variable which converges to a multivariate normal.This differs from that given by Bai(1994)for a stationary autoregressive and moving average(ARMA)model. 展开更多
关键词 Kiefer process sequential empirical process threshold AUTOREGRESSIVE model weak convergence
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