The empirical likelihood confidence intervals for quantiles are constructed under a - mixing sample , which are based on the result that the blockwise empirical likelihood ratio statistic asymptotically has the ( superscript 2 subscript ( 1 ) ) distribution 摘要在一定的条件下证明了-混合样本下分位数的分组经验似然比统计量的渐近分布为(上标2下标( 1 ) ) ，由此可构造分位数的经验似然置信区间。
Then it is proved that under the given original sample , the asymptotic distributions of n ( * n - n ) and n ( * n 2 - 2n ) are same as the ones of n ( n - ) and the third part : when { i } is an independent random error sequence with mean 0 , the wavelet estimators of and g ( ? ) are constructed under censored data ) _ n ~ 2 - ~ 2 )有相同的渐近分布。第三部分：在{ _ i }是均值为0的独立随机变量序列，且样本数据为随机删失数据的情况下，建立了， g ( ? )的小波估计并证明了其相合性和渐近正态性。
