| 1 | Anderson G . Nonparametric test of stochastic dominance in income distribution. Econometrica, 1996, 64, 1183- 1193 | | 2 | Baringhaus L , Grübel R . Nonparametric two-sample tests for increasing convex order. Bernoulli, 2009, 15 (1): 99- 123 | | 3 | Berrendero J R , Carcamo J . Test for the second order stochastic dominance based on L-statistics. Journal of Business and Economic Statistics, 2011, 29 (2): 260- 270 | | 4 | Crawford I. A Nonparametric Test of Stochastic Dominance in Multivariate Distributions//Crawford I. School of Economics Discussion Papers. Surrey:University of Surrey, 2005:1205 | | 5 | Davidson R , Duclos J Y . Statistical inference for stochastic dominance and for the measurement of poverty and inequality. Econometrica, 2000, 68, 1435- 1464 | | 6 | El Barmi H , Marchev D . New and improved estimators of distribution functions under second-order stochastic dominance. Journal of Nonparametric Statistics, 2009, 21 (2): 143- 153 | | 7 | El Barmi H , Mukerjee H . Inferences under a stochastic ordering constraint:the k-sample case. Journal of the American Statistical Association, 2005, 469 (100): 252- 261 | | 8 | Fong W M . Speculative trading and stock returns:a stochastic dominance analysis of the Chinese A-share market. Journal of International Financial Markets, Institutions and Money, 2009, 19, 712- 727 | | 9 | Hogg R V . Iterated tests of the equality of several distributions. Journal of the American Statistical Association, 1962, 57 (299): 579- 585 | | 10 | Leung P , Wong W K . On testing the equality of the multiple sharpe ratios with application on the evaluation of ishares. Risk, 2008, 10 (3): 1- 16 | | 11 | Linton O , Song K , Whang Y J . An improved bootstrap test of stochastic dominance. Journal of Econometrics, 2010, 154 (2): 186- 202 | | 12 | Rojo J . On the weak convergence of certain estimators of stochastically ordered survival function. Nonparametric Statistics, 1995, 4, 349- 363 | | 13 | Schmid F , Trede M . A kolmogorov-type test for second order stochastic dominance. Statistics and Probability Letters, 1998, 37 (2): 183- 193 | | 14 | Tony NG H K , Tripathi R C , Balakrishnan N . A two-stage Wilcoxon-type nonparametric test for stochastic ordering in two samples. Journal of Nonparametric Statistics, 2013, 25 (1): 73- 89 | | 15 | Zhang J L , Zhang Z Z . Multi-sample test based on bootstrap methods for second order stochastic dominance. Hacettepe Journal of Mathematics and Statistics, 2015, 44 (2): 503- 512 | | 16 | Zhang J L , Zhang Z Z , Wang W Z . Testing against second-order stochastic dominance of multiple distributions. International Journal of Biomathematics, 2015, 8 (3): 1550040- 1 |
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