ASYMPTOTIC PROPERTY FOR BAYESIAN SPECIAL TYPE DOUBLE SAMPLING PLAN
Journal: International Journal of Applied Mathematics & Statistical Sciences (IJAMSS) (Vol.2, No. 3)Publication Date: 2013-07-01
Authors : M. LATHA; M. RAJESWARI;
Page : 1-2
Keywords : Average Cost; Gamma Distribution; Fixed Second Sample; Minimum Regret;
Abstract
Sampling plans are usually determined by requiring that the Operating Characteristic curve has certain properties and/or by minimizing the average regret. In that way it also becomes possible to study the efficiency of alternative plans and robustness of the solution to changes in the assumption. In this paper the minimum average regret function has been derived for Bayesian Special Type Double Sampling.
Other Latest Articles
- RESTRUCTURING CLASSROOM ENVIRONMENT AND USING COGNITIVE AROUSAL TO MOTIVATE L2 LEARNERS
- POSTCOLONIAL FEMINISM IN MARGARET ATWOOD'S FICTION
- THE STIGMATISATION OF THE GLOTTAL STOP IN TLEMCEN SPEECH COMMUNITY: AN INDICATOR OF DIALECT SHIFT
- CARNIVAL SCULPTURES IN ABEOKUTA: A RECONNAISSANCE OF SOCIOPOLITICAL TENDENCIES AMONG THE EGBA YOUTHS
- A COMPARATIVE STUDY ON THE PROBLEMS OF ADOLESCENT BOYS AND GIRLS STUDENTS
Last modified: 2013-07-24 16:25:27