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1. Some Studies Of The General Minimum Aberration Theory
2. Some Results On Fractional Factorial Design And Block Designs With Simple Structure
3. Word-degree Pattern For Designs With Quantitative Factors
4. Level Permutation Method For Constructing Mixed Level Uniform Designs Under The Wrap-around L2-discrepancy
5. Theory Of S-level Regular Designs With General Minimum Lower Order Confounding
6. The Experimental Planning Of Fractional Factorial Designs
7. Optimal Compromise Designs And Their Constructions
8. Three-level Blocked Regular Designs With General Minimum Lower Order Confounding
9. Projection Weighted Symmetric Discrepancy
10. Construction Of Multi-level Space-filling Experiment Design Based On Orthogonal Arrays
11. Research On Projection Uniformity Of Factorial Designs Based On Mixture Discrepancy
12. Construction And Related Properties Of Several Kinds Of Designs With Quantitative Factors
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