期刊论文

Qin, Hong

英文

数学物理学报

1003-3998

2016

36

6

1832-1840

10.1016/S0252-9602(16)30109-6

∗Received January 24, 2015; revised May 3, 2016. The third author was supported by the National Natural Science Foundation of China (11301546). The fourth author is supported by the National Natural Science Foundation of China (11271147, 11471136). †Corresponding author: Hong QIN.

本校为通讯机构

The objective of this paper is to study the issue of uniformity on asymmetrical designs with two and three mixed levels in terms of Lee discrepancy. Based on the known formulation, we present a new lower bound of Lee discrepancy of fractional factorial designs with two and three mixed levels. Our new lower bound is sharper and more valid than other existing lower bounds in literature, which is a useful comp...

这份报纸的目的是以李差异与二和三个混合层次在不均匀的图案上学习一致性的问题。基于已知的明确的表达，我们在场有二和三的部分因素的图案的李差异的新更低的界限混合了层次。我们的新更低的界限比另外的存在在文学降低界限的是更突然地并且更有效的，它是到差异的更低的界限理论的有用补充。