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Generalized Cyclic Incomplete Block Designs
Biometrika, 1978SuMwY A wide class of incomplete block designs based on cyclic methods of construction is defined when the number of treatments can be factorized. The designs have a concise representation and the reduced normal equations can be constructed and solved by a unified method. Procedures are outlined for producing designs with good statistical properties.
Jarrett, R. G., Hall, W. B.
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On Covering of Balanced Incomplete Block Designs
Canadian Journal of Mathematics, 1964Given a set E of v elements and given positive integers k (k ≤ v) and λ, we understand by balanced incomplete block design (BIBD) B [k, λ, v] a system of blocks (subsets of E) having k elements each such that every pair of elements of E is contained in exactly λ blocks.A necessary condition for the existence of a design B [k, λ, v] is known to be (4)
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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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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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A New Approach to Constructing Maximal Consistent Blocks for Mining Incomplete Data
Procedia Computer Science, 2022Teresa Mroczek
exaly
Characteristic sets and generalized maximal consistent blocks in mining incomplete data
Information Sciences, 2018Teresa Mroczek
exaly
On Identical Blocks in a Balanced Incomplete Block Design
Calcutta Statistical Association Bulletin, 1972openaire +1 more source