Minimum distance estimation of the distribution functions of stochastically ordered random variables - Gangnon, Ronald E.; King, William N. (Applied statistics, 2002)
Keywords: Cramér-von Mises distance; Cumulative distribution functions; Data analysis; Distribution functions; Empirical distribution function; Error; Estimation bias; Estimators; Exact sciences and technology; Kaplan Meier estimator; Mathematical minima; Mathematics; Maximum likelihood estimation; Maximum likelihood estimators; Measurement; Measurement error; Minimum distance estimation; Nonparametric inference; Probability and statistics; Random variables; Sciences and techniques of general use; Sclerosis; Statistical analysis; Statistical methods; Statistics; Stochastic ordering constraints; Stochastic processes; Kaplan Meier estimator; Minimum; Empirical method; Stochastic order; Order statistic; Non parametric estimation; Empirical distribution function; Statistical estimation; Random distribution; Stochastic process; Statistical simulation; Cramer von Mises test; Function estimation; Medical science; Distance estimation; Consistent estimator; Distribution function; Minimal distance; Random function; Maximum likelihood; Random variable; Distance; Measurement error; Biased estimation