References
- Rao , C. R. , Pathak , P. K. and Koltchinskii , V. I. 1997 . Bootstrap by sequential resampling . J. Statist. Plan. Inference , 64 : 257 – 281 .
- Efron , B. 1983 . Estimating the error rate of a prediction rule: Improvement on cross-validation . J. Amer. Statist. Assoc. , 78 : 316 – 331 .
- Shoemaker , O. J. and Pathak , P. K. 2001 . The sequential bootstrap: A comparison with regular bootstrap . Comm. Statist. Theoret. Meth. , 30 : 1661 – 1674 .
- Babu , G. J. , Pathak , P. K. and Rao , C. R. 2000 . Consistency and Accuracy of the Sequential Bootstrap , 21 – 31 . New York : Dekker . Statistics for the 21th century by C.R. Rao
- Liu , R. Y. 1988 . Bootstrap procedures under some non-i.i.d. models . Ann. Statist. , 16 : 1696 – 1708 .
- Mammen , E. 1992 . When does Bootstrap Work! Asymptotic Results and Simulations , Vol. 77 , New York : Springer . Lecture Notes in Statistics
- Nguyen , Van Toan . 2005 . On the asymptotic distribution of the Bootstrap estimate with random resample size . Vietnam J. Math. , 33 : 261 – 270 .
- Jiménez-Gamero , M. D. , Muñoz-García , J. and Cubiles-de-la-Vega , M. D. 2006 . Consistency of the reduced bootstrap for sample means . Statist. Probab. Lett. , 76 : 689 – 697 .
- Mason , D. M. and Newton , M. A. 1992 . A rank statistics approach to the consistency of a general bootstrap . Ann. Statist. , 20 : 1611 – 1624 .
- Van der Vaart , A. W. and Wellner , J. A. 1995 . Weak Convergence and Empirical Processes , New York : Springer .
- Johnson , N. and Kotz , S. 1977 . Urn Models and Their Application , New York : Wiley .
- Praestgaard , J. and Wellner , J. A. 1993 . Exchangeably weighted bootstraps of the general empirical process . Ann. Probab. , 21 : 2053 – 2086 .