Construction of some classes of balanced cross-over designs from terraces

Aggarwal, M. L.; Jha, Mithilesh Kumar; Gupta, Seema; Garland, Sarah

doi:10.1016/j.jspi.2010.03.004

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2014

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“…Morgan (1990) also used terraces and sequencings to construct infinite series of bordered, two-dimensional neighbor designs. Recently, Aggarwal et al (2010) have constructed some families of balanced cross-over designs of first and second order, which are variance-balanced and also some families of balanced ternary cross-over designs using terraces.…”

Section: Terracesmentioning

confidence: 99%

Construction of Cross-Over Designs for Comparing Test Treatments with Control Using Terraces

Aggarwal

Gupta²,

Jha³

2014

Communications in Statistics - Simulation and Computation

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Segregated half-and-half and mutually orthogonal power sequence terraces have been used in this article for the construction of some new families of control balanced crossover designs, which are Schur-optimal. One of the advantages of using terraces is that designs with larger number of treatments can also be constructed with relative ease. Designs up to 17 treatments have been constructed in this article.

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Section: Terracesmentioning

confidence: 99%