References
- Cheng, C., Parzen, E. (1997). Unified estimators of smooth quantile and quantile density functions. J. Stat. Plan. Inf. 59(2):291–307.
- Falk, M. (1984). Relative deficiency of kernel type estimators of quantiles. Ann. Stat. 12(1):261–268.
- Gamero, J., García, J., Reyes, A. (1998). Bootstrapping statistical functionals. Stat. Probab. Lett. 39(3):229–236.
- Harrell, F., Davis, C. (1982). A new distribution-free quantile estimator. Biometrika 69(3):635.
- Ho, Y., Lee, S. (2005). Iterated smoothed bootstrap confidence intervals for population quantiles. Ann. Stat. 33(1):437–462.
- Hutson, A. (1999). Calculating non parametric confidence intervals for quantiles using fractional order statistics. J. Appl. Stat. 26(3):343–353.
- Hutson, A. (2000). A composite quantile function estimator with applications in bootstrapping. J. Appl. Stat. 27(5):567–577.
- Hutson, A. (2002). A semi-parametric quantile function estimator for use in bootstrap estimation procedures. Stat. Comput. 12(4):331–338.
- Hutson, A.D., Ernst, M.D. (2000). The exact bootstrap mean and variance of an l-estimator. J. Royal Stat. Soc. Ser. B 62(1):89–94.
- Kaigh, W., Lachenbruch, P. (1982). A generalized quantile estimator. Commun. Stat.-Theory Methods 11(19):2217–2238.
- Knight, J. (1985). The joint characteristic function of linear and quadratic forms of non-normal variables. Sankhyā: Ind. J. Stat. Ser. A 47(2):231–238.
- Lee, S. (1994). Optimal choice between parametric and non-parametric bootstrap estimates. Math. Proc. Cambridge Philosophical Soc. 115(2):335–364.
- Miecznikowski, J., Wang, D., Hutson, A. (2010). Bootstrap mise estimators to obtain bandwidth for kernel density estimation. Commun. Stat. - Simul. Comput. 39(7):1455–1469.
- Mudholkar, G., Hutson, A. (1997). Asymmetric quasimedians: Remarks on an anomaly. Stat. Probab. Lett. 32(3):261–268.
- Mudholkar, G., Hutson, A., Marchetti, C. (2001). A simple hermitian estimator of the quantile function. J. Nonparametric Stat. 13(2):229–243.
- Mudholkar, G., Kollia, G., Lin, C., Patel, K. (1991). A graphical procedure for comparing goodness-of-fit tests. J. Royal Stat. Soc. Ser. B (Methodological) 53(1):221–232.
- Parzen, E. (1979). Nonparametric statistical data modeling. J. Am. Stat. Assoc. 74(365):105–121.
- Parzen, E. (1993). Change pp plot and continuous sample quantile function. Optimization 22(12):3287–3304.
- Pericchi, L., Rodriguez-Iturbe, I. (1985). On the statistical analysis of floods. In: Atkinson, A. C., Fienberg, S. E., eds. A Celebration of Statistics: The ISI Centenary Volume A Volume to Celebrate the Founding of the International Statistical Institute in 1885 (pp. 511–541). New York: Springer.
- Schucany, W. (1972). Order statistics in simulation. Journal of Statistical Computation and Simulation 1(3):281–286.
- Sheather, S., Marron, J. (1990). Kernel quantile estimators. J. Am. Stat. Assoc. 85(410):410–416.
- Silverman, B., Young, G. (1987). The bootstrap: to smooth or not to smooth? Biometrika 74(3):469.
- Wang, D., Miecznikowski, J., Hutson, A. (2012). Direct density estimate of L-estimates via characteristic functions with applications. J. Stat. Plan. Inf. 142(8):567–578.
- Yang, S. (1985). A smooth nonparametric estimator of a quantile function. J. Am. Stat. Assoc. 80(392):1004–1011.
- Young, G. (1994). Bootstrap: more than a stab in the dark. Stat. Sci. 9(3):382–395.