
An overview on selection methods
Author(s) -
Jan Swanepoel
Publication year - 1982
Publication title -
suid-afrikaanse tydskrif vir natuurwetenskap en tegnologie/die suid-afrikaanse tydskrif vir natuurwetenskap en tegnologie
Language(s) - English
Resource type - Journals
eISSN - 2222-4173
pISSN - 0254-3486
DOI - 10.4102/satnt.v1i2.1148
Subject(s) - selection (genetic algorithm) , ranking (information retrieval) , computer science , construct (python library) , field (mathematics) , wish , sample (material) , management science , test (biology) , operations research , artificial intelligence , mathematics , engineering , sociology , paleontology , chemistry , chromatography , anthropology , pure mathematics , biology , programming language
In many studies the experimenter has under consideration several (two or more) alternatives, and is studying them in order to determine which is the best (with regard to certain specified criteria of “goodness”). Such an experimenter does not wish basically to test hypotheses, or construct confidence intervals, or perform regression analyses (though these may be appropriate parts of his analysis); he does wish to select the best of several alternatives, and the major part of his analysis should therefore be directed towards this goal. It is precisely for this problem that ranking and selection procedures were developed. This paper presents an overview of some recent work in this field, with emphasis on aspects important to experimenters confronted with selection problems. Fixed sample size and sequential procedures for both the indifference zone and subset formulations of the selection problem are discussed