A Note on Resolvable Incomplete‐Block Designs

H. D. Patterson; E. R. Williams; L. Paterson

doi:10.1002/bimj.4710270109

A Note on Resolvable Incomplete‐Block Designs

H. D. Patterson, E. R. Williams, L. Paterson^*

^*Corresponding author for this work

Research output: Contribution to journal › Article › peer-review

6 Citations (Scopus)

Abstract

KHARE and FEDERER (1981) have proposed a method for constructing resolvable incomplete‐block designs with, they claim, higher efficiencies than those of the α‐designs described by PATTERSON and WILLIAMS (1976a). This claim is shown here to be unfounded. The best α‐designs have higher efficiencies than the Khare and Federer designs, and can be constructed straightforwardly using the concise table of generating arrays in PATTERSON, WILLIAMS and HUNTER (1978).

Original language	English
Pages (from-to)	75-79
Number of pages	5
Journal	Biometrical Journal
Volume	27
Issue number	1
DOIs	https://doi.org/10.1002/bimj.4710270109
Publication status	Published - 1985
Externally published	Yes

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title = "A Note on Resolvable Incomplete‐Block Designs",

abstract = "KHARE and FEDERER (1981) have proposed a method for constructing resolvable incomplete‐block designs with, they claim, higher efficiencies than those of the α‐designs described by PATTERSON and WILLIAMS (1976a). This claim is shown here to be unfounded. The best α‐designs have higher efficiencies than the Khare and Federer designs, and can be constructed straightforwardly using the concise table of generating arrays in PATTERSON, WILLIAMS and HUNTER (1978).",

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AU - Williams, E. R.

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N2 - KHARE and FEDERER (1981) have proposed a method for constructing resolvable incomplete‐block designs with, they claim, higher efficiencies than those of the α‐designs described by PATTERSON and WILLIAMS (1976a). This claim is shown here to be unfounded. The best α‐designs have higher efficiencies than the Khare and Federer designs, and can be constructed straightforwardly using the concise table of generating arrays in PATTERSON, WILLIAMS and HUNTER (1978).

AB - KHARE and FEDERER (1981) have proposed a method for constructing resolvable incomplete‐block designs with, they claim, higher efficiencies than those of the α‐designs described by PATTERSON and WILLIAMS (1976a). This claim is shown here to be unfounded. The best α‐designs have higher efficiencies than the Khare and Federer designs, and can be constructed straightforwardly using the concise table of generating arrays in PATTERSON, WILLIAMS and HUNTER (1978).

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KW - α‐design

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JO - Biometrical Journal

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A Note on Resolvable Incomplete‐Block Designs

Abstract

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