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Communications in Statistics - Theory and Methods Volume 10, 1981 - Issue 3
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Original Articles

On sequentially rejective subset selection procedures

Göran Bronström Institute of Mathematical Statistics, University of Umeå, Umeå, S-901 87, Sweden
Pages 203-221 | Received 01 Jan 1979, Published online: 27 Jun 2007

Citations (15)

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Read on this site (5)

Guido Giani & Klaus Straßburger. (1994) Testing and Selecting for Equivalence with Respect to a Control. Journal of the American Statistical Association 89:425, pages 320-329.
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Eve Bofinger. (1992) Multiple comparisons with ‘best’ for multivariate normal populations. Communications in Statistics - Theory and Methods 21:4, pages 915-941.
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Bofinger Eve & Mengersen Kerrie. (1988) Simultaneous comparisons with a control and with the “best”. Communications in Statistics - Theory and Methods 17:5, pages 1507-1540.
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Paul N. Somerville. (1986) On the Geometry of some Subset Selection Procedures. American Journal of Mathematical and Management Sciences 6:1-2, pages 169-184.
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Shanti S. Gupta & S. Panchapakesan. (1985) Subset Selection Procedures: Review and Assessment. American Journal of Mathematical and Management Sciences 5:3-4, pages 235-311.
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Articles from other publishers (10)

Chen‐ju Lin & A. J. Hayter. (2008) A Stepdown Procedure with Feedback for Identifying Inferiority Among Three Treatments. Biometrical Journal 50:5, pages 884-896.
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Samuel S. Wu, Weizhen Wang & David H. Annis. (2008) On Identification of the Number of Best Treatments Using the Newman‐Keuls Test. Biometrical Journal 50:5, pages 861-869.
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K. Strassburger, F. Bretz & H. Finner. (2007) Ordered Multiple Comparisons with the Best and Their Applications to Dose-Response Studies. Biometrics 63:4, pages 1143-1151.
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A.J. Hayter. (2007) A combination multiple comparisons and subset selection procedure to identify treatments that are strictly inferior to the best. Journal of Statistical Planning and Inference 137:7, pages 2115-2126.
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H. Finner, G. Giani & K. Straßburger. (2006) Partitioning principle and selection of good treatments. Journal of Statistical Planning and Inference 136:7, pages 2053-2069.
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Helmut Finner & Guido Giani. (2001) Least Favorable Parameter Configurations for a Step-down Subset Selection Procedure. Biometrical Journal 43:5, pages 543-552.
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H. Finner & G. Giani. (1996) Duality between multiple testing and selecting. Journal of Statistical Planning and Inference 54:2, pages 201-227.
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H. Finner & G. Giani. (1994) Closed subset selection procedures for selecting good populations. Journal of Statistical Planning and Inference 38:2, pages 179-199.
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Guido Giani. 1994. Compstat. Compstat 81 93 .
Eve Bofinger. (2008) Step Down Procedures for Comparison With a Control. Australian Journal of Statistics 29:3, pages 348-364.
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