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Featured researches published by Ingram Olkin.


Archive | 1987

A Model for Interlaboratory Differences

Ingram Olkin; Milton Sobel

When a single specimen is divided into samples and sent to different laboratories for analysis, it often happens that a few of the laboratories obtain results that consistently are discrepant from the others. Using an additive model, we propose a new approach based on ordering and selection principles to detect and remove the discrepant laboratories. Parameters are then estimated using the remaining laboratories.


Archive | 1999

13. Subset Selection (or Elimination) Procedures

Jean D. Gibbons; Ingram Olkin; Milton Sobel


Archive | 1999

7. Nonparametric Selection Procedures

Jean D. Gibbons; Ingram Olkin; Milton Sobel


Archive | 1999

14. Selecting the Best Gamma Populations

Jean D. Gibbons; Ingram Olkin; Milton Sobel


Archive | 1999

1. The Philosophy of Selecting and Ordering Populations

Jean D. Gibbons; Ingram Olkin; Milton Sobel


Archive | 1999

5. Selecting the One Normal Population with the Smallest Variance

Jean D. Gibbons; Ingram Olkin; Milton Sobel


Archive | 1999

11. Selecting the t Best out of k Populations

Jean D. Gibbons; Ingram Olkin; Milton Sobel


Archive | 1999

3. Selecting the One Best Population for Other Normal Distribution Models

Jean D. Gibbons; Ingram Olkin; Milton Sobel


Archive | 1999

10. Selecting Normal Populations Better than a Control

Jean D. Gibbons; Ingram Olkin; Milton Sobel


Archive | 1999

12. Complete Ordering of k Populations

Jean D. Gibbons; Ingram Olkin; Milton Sobel

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Milton Sobel

University of California

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