Research Staff

蔡風順

Feng-Shun Chai

Institute of Statistical Science Academia Sinica
Taipei 11529, Taiwan, R.O.C.
Tel: 886-2-27835611 ext. 203
FAX : 886-2-27831523
E-mail: fschai@stat.sinica.edu.tw


 

Research Interests

  • Experimental Designs, Linear Models

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Education

July, 1992

Ph.D. in Statistics

University of Illinois at Chicago, Illinois, U.S.A.

June, 1988

M.S. in Statistics

University of Illinois at Chicago, Illinois, U.S.A.

June, 1983

B.S. in Mathematical Sciences

National Chengchi University, Taipei, Taiwan, R.O.C.

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Professional Experience

1999 - present

Associate Research, Institute of Statistical Science, Academia Sinica

1992 - 1999

Assistant Research, Institute of Statistical Science, Academia Sinica

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Publications

1.          F. S. Chai and D. Majumdar (1993). On the Yeh-Bradley conjecture on linear trend-free block designs. Annals of Statistics 21, 2087-2097.

2.          F. S. Chai (1995). Construction and optimality of nearly linear trend-free designs. Journal of Statistical Planning and Inference 48, 113-129.

3.          C. P. Ting, B. Y. Lin and F. S. Chai (1996). Robustness of block design when some observations of control treatment are missing. Journal of the Chinese Statistical Association 34, 66-77.

4.          F. S. Chai (1996). A note on balanced generalized two-way elimination of heterogeneity designs. Statistics and Probability Letters 29, 131-141.

5.          C. P. Ting, B. Y. Lin and F. S. Chai (1997). A note on universally optimal row-column designs with empty nodes. Statistics and Probability Letters 33, 145-149.

6.          F. S. Chai (1998). A note on generalization of distinct representatives. Statistics and probability Letters 39, 173-177.

7.          F. S. Chai and R. Mukerjee (1999). Optimal designs for diallel crosses with specific combining abilities. Biometrika 86, 453-458.

8.          F. S. Chai and J. Stufken (1999). Trend-free block designs for higher order trends. Utilitas Mathematica 56, 65-78.

9.          F. S. Chai (2000). Universally optimal row-column designs. Journal of the Chinese Statistical Association 38, 101-119.

10.      F. S. Chai and D. Majumdar (2000). Optimal designs for nearest neighbor analysis. Journal of Statistical Planning and Inference 86, 265-275.

11.      F. S. Chai and L. T. Liao (2001). Three parallel flats designs for two-level factorial experiments. Australian and New Zealand Journal of Statistics 43,  113-119.

12.      F. S. Chai, A. Das and A. Dey (2001). A-optimal block designs for parallel line assays. Journal of Statistical Planning and Inference 96, 403-414.

13.      F. S. Chai and A. Das (2001). Nearly L-designs for symmetric parallel line assays. Statistics and Applications 3, 11-23.

14.      F. S. Chai, R. Mukerjee and C. Y. Suen (2002). Further results on orthogonal array plus one return plans. Journal of Statistical Planning and Inference 106, 287-301.

15.      F. S. Chai (2002). Block designs for asymmetric parallel line assays. Sankhya Series B 64, 162-178.

16.      F. S. Chai, A. Das and A. Dey (2003). Block designs for symmetric parallel line assays with block size odd. Sankhya Series B 65, 689-703.

17.      C. T. Liao and F. S. Chai (2004). Partially replicated two-level fractional factorial designs. The Canadian Journal of Statistics 32, 421-438.

18.      F.S. Chai (2004). Q-designs for symmetric biological assays. Journal of the Chinese Statistical Association 42, 417-430.

19.      S. F. Tsai, C. T. Liao and F. S. Chai (2006). Statistical designs for two-color microarray experiments involving technical replication. Computational Statistics & Data Analysis 51, 2078-2090.

20.      F. S. Chai, C. T. Liao and S. F. Tsai (2007). Statistical designs for two-color spotted microarray experiments. Biometrical Journal 49, 259-271.

21.      F. S. Chai (2008) Yeh-Bradley conjecture on block designs with block size odd. Statistics and Applications 6, 57-72.

22.      F. S. Chai, A. Das, A. Dey and C. Midha (2009). Trend-free block designs for diallel cross experiments. Journal of Statistics and Applications 4, 243-250.

23.      C. T. Liao and F. S. Chai (2009). Two-level factorial designs of user-specified resolution with partial replication. Technometrics 51, 66-74.

24.      C. T. Liao and F. S. Chai (2009). Response to “Two-level factorial designs of user-specified resolution with partial replication”. Technometrics 51, 477-478.

25.      F. S. Chai, K. Chatterjee and S. Gupta (2009). Generalized E(s2) criterion for multilevel supersaturated designs. Communication in Statistics- Theory and Methods 38, 3725-3735.

26.      F. S. Chai and C. S. Cheng (2011). Some optimal row-column designs. Journal of Statistical Theory and Practice 5, 59-67.

27.      F. S. Chai, K. Chatterjee, A. Das and C. Midha (2012). Optimal supersaturated designs for sm factorials in N0 (mod s) runs. Journal of Statistical Theory and Practice 6, 169-177.

28.      S. F. Tsai, C. T. Liao and F. S. Chai (2012). D-optimal partially replicated two-level factorial designs. Statistica Sinica 22, 419-432.

29.      F. S. Chai, A. Das and C. Midha (2013). Construction of magic rectangles of odd order. Australasian Journal of Combinatorics 55, 131-144.

30.      S. F. Tsai, C. T. Liao and F. S. Chai (2015). Identification of dispersion effects from partially replicated two-level factorial design. Journal of Quality Technology 47, 43-53.

31.      R. Singh, F.S. Chai, and A. Das (2015). Optimal two-level choice designs for any number of choice sets. Biometrika 102, 967-973.

32.      F. S. Chai, A. Das and R. Singh (2017). Three-level A- and D-optimal paired choice designs. Statistics and probability Letters 122, 211-217.

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