Tests for Two-Sample Location Problem Based on Subsample Quantiles  

作　　者：Parameshwar V. Pandit Savitha Kumari S. B. Javali 

机构地区：[1]Department of Public Health Dentistry, SDM College of Dental Sciences and Hospital, Dharwad, India [2]Department of Statistics, Bangalore University, Bangalor, India [3]Department of Statistics, SDM College, Ujire, India

出　　处：《Open Journal of Statistics》2014年第1期70-74,共5页统计学期刊（英文）

摘　　要：This paper presents a new class of test procedures for two-sample location problem based on subsample quantiles. The class includes Mann-Whitney test as a special case. The asymptotic normality of the class of tests proposed is established. The asymptotic relative performance of the proposed class of test with respect to the optimal member of Xie and Priebe (2000) is studied in terms of Pitman efficiency for various underlying distributions.This paper presents a new class of test procedures for two-sample location problem based on subsample quantiles. The class includes Mann-Whitney test as a special case. The asymptotic normality of the class of tests proposed is established. The asymptotic relative performance of the proposed class of test with respect to the optimal member of Xie and Priebe (2000) is studied in terms of Pitman efficiency for various underlying distributions.

关 键 词：U-STATISTIC Class of TESTS Two-Sample Location Problem Asymptotic NORMALITY Pitman ARE Subsample QUANTILES 

分 类 号：O1[理学—数学]