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The efficiency of blocking in incomplete block designs

Biometrika, 1960
1. Summary. Procedures for estimating the relative efficiency of certain designs have been considered by Yates (1935), Cochran & Cox (1957), and Kempthorne (1952, 1955). In this paper the efficiency of blocking in general is considered. A general formula for any incomplete block design of fairly general form is obtained. 2. Introduction.
Folks, John Leroy, Kempthorne, Oscar
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Preconditioning by incomplete block elimination

Numerical Linear Algebra with Applications, 2000
Summary: The recursive construction of Schur complements is used to construct a multi-level preconditioner for an iterative linear solver. For each level, the removed unknowns are selected in such a way that the eliminated matrix block is strictly diagonally dominant.
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Incomplete Block Design

2014
The designs considered in the previous chapters, namely, randomized complete block and Latin square design assume that each block always contain enough experimental units to allow for each treatment (or treatment combination in case of a factorial design) to be contained at least once in each block or in the case of Latin square design in each row or ...
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Balanced Incomplete Block Designs

Journal of the Institute of Actuaries, 1970
In my earlier paper I expressed disappointment at failure to find b.i.b.d.s for the case ν= 4p, k = 4, b = ½ν(ν−1), λ = 6 (p is an odd prime). The failure was not complete because I had given a solution for ν = p + 1, k = 4, λ = 6 which covered the cases of ν = 4p where ν−1 was also a prime.
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Characteristic Sets and Generalized Maximal Consistent Blocks in Mining Incomplete Data

IJCRS, 2017
Patrick G. Clark   +3 more
semanticscholar   +1 more source

Integrative oncology: Addressing the global challenges of cancer prevention and treatment

Ca-A Cancer Journal for Clinicians, 2022
Jun J Mao,, Msce   +2 more
exaly  

Incomplete Block Designs.

The Statistician, 1982
K. T. Boyd, Peter W. M. John
openaire   +1 more source

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