Shengli Zhao

发表

Lower-order confounding information of inverse Yates-order two-level designs

Zhiming Li, Shengli Zhao, Ming-Ming Li, 2020, Communications in Statistics - Theory and Methods.

Asymmetrical split-plot designs with clear effects

Min-Qian Liu, Jianbin Chen, Xiaoxue Han, 2019, Metrika.

On constructing general minimum lower order confounding two-level block designs

Shengli Zhao, Qing Sun, Shengli Zhao, 2017 .

On general minimum lower order confounding criterion for s-level regular designs

Zhiming Li, Shengli Zhao, Runchu Zhang, 2015 .

Mixed-level designs with resolution III or IV containing clear two-factor interaction components

Qianqian Zhao, Shengli Zhao, 2015 .

Mixed-level designs with resolution III or IV containing clear two-factor interaction components

Qianqian Zhao, Shengli Zhao, 2015, Metrika.

On blocked resolution IV designs containing clear two-factor interactions

Pengfei Li, Min-Qian Liu, Shengli Zhao, 2013, J. Complex..

Mixed two- and four-level fractional factorial split-plot designs with clear effects

Xiangfei Chen, Shengli Zhao, 2012 .

A theory on constructing 2n-m designs with general minimum lower order confounding

Shengli Zhao, Runchu Zhang, Pengfei Li, 2011 .

Some results on 4m2n designs with clear two-factor interaction components

Min-Qian Liu, Shengli Zhao, Runchu Zhang, 2008 .

Mixed 2- and 2r-level fractional factorial split-plot designs with clear effects

Min-Qian Liu, Xiaoxue Han, Jian‐Feng Yang, 2020 .

4 m 2 n Plans with Clear Two-factor Interactions

Sheng-li Zhao, Run-chu Zhang, R. Zhang, 2010 .

Compromise 4m2n plans with clear two-factor interactions

R. Zhang, Shengli Zhao, 2010 .

Mixed-level fractional factorial split-plot designs containing clear effects

Xiangfei Chen, Shengli Zhao, 2012 .

Optimal fractions of three-level factorials under a baseline parameterization

Shengli Zhao, Zhaohui Yan, 2023, Statistics & Probability Letters.

Construction of minimum aberration blocked two-level regular factorial designs

Pengfei Li, Shengli Zhao, 2016 .

Minimum aberration blocked designs with multiple block variables

Qianqian Zhao, Shengli Zhao, 2020 .

Minimum aberration blocked designs with multiple block variables

Qianqian Zhao, Shengli Zhao, 2020, Metrika (Heidelberg).

Some results on two-level regular designs with multi block variables containing clear effects

Shengli Zhao, Qianqian Zhao, Shengli Zhao, 2019 .

Mixed-level designs with multi block variables containing clear two-factor interaction components

Qianqian Zhao, Shengli Zhao, 2018, Communications in Statistics - Theory and Methods.

Some results on two-level regular designs with multi block variables containing clear effects

Qianqian Zhao, Shengli Zhao, 2017, Statistical Papers.

A theory on constructing blocked two-level designs with general minimum lower order confounding

Min-Qian Liu, Yuna Zhao, Shengli Zhao, 2016 .

A theory on constructing blocked two-level designs with general minimum lower order confounding

Min-Qian Liu, Yuna Zhao, Shengli Zhao, 2015, Frontiers of Mathematics in China.

Blocked two-level regular factorial designs with weak minimum aberration

R. Karunamuni, Pengfei Li, Shengli Zhao, 2013 .

On Construction of Optimal Two-Level Designs with Multi Block Variables

Min-Qian Liu, Yuna Zhao, Shengli Zhao, 2018, J. Syst. Sci. Complex..

Construction of blocked two-level regular designs with general minimum lower order confounding

Shengli Zhao, Runchu Zhang, Rohana J. Karunamuni, 2013 .

DESIGNS WITH GENERAL MINIMUM LOWER ORDER CONFOUNDING

Pengfei Li, R. Zhang, Shengli Zhao, 2009 .

Mixed two- and four-level split-plot designs with combined minimum aberration

Shengli Zhao, Zhaohui Yan, Shengli Zhao, 2021, Metrika.

Controlling individual and experimentwise error rates in replicated regular two-level factorial experiments

Shengli Zhao, Pengfei Li, Oludotun J. Akinlawon, 2019, Commun. Stat. Simul. Comput..

Optimal fractional factorial split-plot designs when the whole plot factors are important

Qianqian Zhao, Shengli Zhao, Congcong Wang, 2019, Journal of Statistical Planning and Inference.

A note on extending the alias length pattern

Shengli Zhao, Qi Zhou, Bing Guo, 2018, Statistics & Probability Letters.

Some results on constructing two-level block designs with general minimum lower order confounding

Qianqian Zhao, Shengli Zhao, 2018 .

Order-of-Addition Orthogonal Arrays with High Strength

Zehui Dong, Yuna Zhao, Shengli Zhao, 2022, Mathematics.