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• Beran R (1981) Nonparametric regression with randomly censored survival data. Technical Report, University of California, Berkeley.
• de Uña-Álvarez J, Otero-Giráldez MS, Álvarez-Llorente G (2003) Estimation under length-bias and right-censoring: an application to unemployment duration analysis for married women. J Appl Stat 30: 283-291.
• Efron B (1981) Censored data and the bootstrap. J Am Stat Assoc 76: 312-319.
• Fan J, Gijbels I (1994) Censored regression: local linear approximations and their applications. J Am Stat Assoc 89: 560-570.
• González-Manteiga W, Cadarso-Suárez C (1994) Asymptotic properties of a generalized Kaplan-Meier estimator with some applications. J Nonparametr Stat 4: 65-78.
• Hall P, Huber C, Speckman PL (1997) Covariate-matched one-sided tests for the difference between functional means. J Am Stat Assoc 92: 1074-1083.
• Heuchenne C, van Keilegom I (2007) Nonlinear regression with censored data. Technometrics 49: 34-44.
• Koul HL, Schick A (1997) Testing for the equality of two nonparametric regression curves. J Stat Plan Inference 65: 293-314.
• Koul HL, Schick A (2003) Testing for superiority among two regression curves. J Stat Plan Inference 117: 15-33.
• Neumeyer N (2006) Bootstrap procedures for empirical processes of nonparametric residuals. Habilitationsschrift, Fakultät für Mathematik, Ruhr-Universität Bochum, Bochum.
• Neumeyer N (2009) Smooth residual bootstrap for empirical processes of nonparametric regression residuals. Scand J Stat 36: 204-208.
• Neumeyer N, Dette H (2003) Nonparametric comparison of regression curves: an empirical process approach. Ann Stat 31: 880-920.
• Neumeyer N, Dette H (2005) A note on one-sided nonparametric analysis of covariance by ranking residuals. Math Methods Stat 14: 80-104.
• Neumeyer N, Pardo-Fernández JC (2009) A simple test for comparing regression curves versus one-sided alternatives. J Stat Plan Inference 139: 4006-4016.
• Pardo-Fernández JC, van Keilegom I (2006) Comparison of regression curves with censored responses. Scand J Stat 33: 409-434.
• Pardo-Fernández JC, van Keilegom I, González-Manteiga W (2007) Testing for the equality of k regression curves. Stat Sin 17: 1115-1137.
• Srihera R, Stute W (2010) Nonparametric comparison of regression functions. J Multivar Anal 101: 2039-2059.
• van Keilegom I, Akritas MG (1999) Transfer of tail information in censored regression models. Ann Stat 27: 1745-1784.