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A-Efficient Block Designs for Symmetric Parallel Line Assays

机译:对称平行线分析的高效模块设计

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A-efficient block designs are obtained for symmetric parallel line assays. These designs ensure estimability of all the three important contrasts, namely preparation, combined regression and parallelism. Two general methods of construction are given. The first follows on the lines of Chai, Das and Dey [1] and the second utilizes disconnected block designs. The designs obtained from the first method may not always be A-optimal even for the estimation of preparation and combined regression contrasts, but are more efficient for estimation of all the three important contrasts than the designs given by Chai, Das and Dey [1]. A catalogue of 41 A-efficient block designs with 3 <, m < 6, 4 < k < 10, bk < 50 is given, where m denotes the number of doses for standard and test preparations, k is the block size and b the number of blocks. The disconnected block designs obtained in this investigation are A-optimal for estimation of all three contrasts of interest. A catalogue of 28 such designs with 3 < m <. 6, k = 4, bk^ 50 is also included.
机译:获得了用于对称平行线分析的高效模块设计。这些设计确保了所有三个重要对比的可估计性,即准备,组合回归和并行性。给出了两种一般的构造方法。第一个遵循Chai,Das和Dey的观点[1],第二个则采用不连续的块设计。从第一种方法获得的设计即使对于准备和组合回归对比的估计也不一定总是A最优的,但是比Chai,Das和Dey给出的设计[3]更为有效的用于估计所有三个重要对比。 。给出了41种A高效块设计的目录,其中3 <,m <6,4

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