References
- Ann. Math. Statist. v.25 Asymptotic Behavior of Some Rank Tests for Analysis of Variance Andrews, F.C.
- Theory of Rank Tests Hajek, J.;Sidak, Z
- J. Amer. Statist. Assoc. v.70 A Two-sample Adaptive Distribution-free Test Hogg, R.V.;Fisher, D.M.;Randles, R.H.
- J. Amer. Statist. Assoc. v.47 Use of Ranks in One Criterion Analysis of Variance Kruskal, W.H.;Wallis, W.A.
- Ann. Math. Statist. v.35 Asymptotic Efficiency of a Class of C-sample Tests Puri, M.L.
- Comm. of the A.C.M. v.15 An Approximate Method for Generating Symmetric Random Variables Ramberg, J.S.;Schmeiser, B.W.
- Comm. of the A.C.M. v.17 An Approximate Method for Generating Asymmetric Random Variables Ramberg, J.S.;Schmeiser, B.W.
- Comm. in Statist. v.2 no.4 Adaptive Distribution-Free Tests Randles, R.H.;Hogg, R.V.
- Introduction to the Theory of Nonparametric Statistics Randles, R.H.;Wolfe, D.A.
- J. Amer. Statist. Assoc. v.65 An Optimum Test Property of Two Known Statistics Uthoff, V.A.
- Ann. Statist. v.1 The Most Powerful Scale and Location Invariant Test of the Normal Versus Double Exponential Uthoff, V.A.