期刊论文

Elsawah, A. M.

英文

系统科学与复杂性(英文版)

1009-6124

2017

30

6

1459-1469

10.1007/s11424-017-6036-5

supported by the National Natural Science Foundation of China under Grant Nos.11271147,11471135,11471136 the UIC Grant R201409 the Zhuhai Premier Discipline Grant the Self-Determined Research Funds of CCNU from the Colleges Basic Research and Operation of MOE under Grant Nos.CCNU14A05041,CCNU16A02012.

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How to obtain an effective design is a major concern of scientific research. This topic always involves high-dimensional inputs with limited resources. The foldover is a quick and useful technique in construction of fractional designs, which typically releases aliased factors or interactions. This paper takes the wrap-around L_2-discrepancy as the optimality measure to assess the optimal three-level combined designs. New and efficient analytical expressions and lower bounds of the wraparound L_2-discrepancy for three-level combined designs are obtained. The new lower bound is useful and sharpe...