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Research Interests
- Experimental
Designs, Linear Models
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Education
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July, 1992
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Ph.D. in Statistics
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University of Illinois at Chicago, Illinois, U.S.A.
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June, 1988
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M.S. in Statistics
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University of Illinois at Chicago, Illinois,
U.S.A.
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June, 1983
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B.S. in Mathematical Sciences
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National Chengchi University, Taipei, Taiwan,
R.O.C.
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Professional Experience
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August, 1985 — July, 1986,
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Teaching Assistant, Department of Mathematical Science, Chengchi University, Taiwan, R.O.C.
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August, 1992 — June, 1999,
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Assistant Research Fellow, Institute of Statistical Science, Academia Sinica, Taipei, Taiwan, R.O.C.
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July, 1999 — April, 2017,
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Associate Research Fellow, Institute of Statistical Science, Academia Sinica, Taipei, Taiwan, R.O.C.
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May, 2017 — present,
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Research Fellow, Institute of Statistical Science, Academia Sinica, Taipei, Taiwan, R.O.C.
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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 N≠0 (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.
33.
F. S. Chai,
A. Das and R. Singh (2018). Optimal two-level choice designs for estimating
main and specified two-factor interaction effects. Journal of Statistical Theory and Practice 12, 82-92.
34. R.
Singh, A. Das and F. S. Chai (2019). Optimal paired choice block designs. Statistica Sinica 29, 1419-1438.
35. F. S. Chai, A. Das and S. Manna (2019). Characterization and Optimal Designs for Discrete Choice Experiments. Statistics and Applications 17, 85-103.
36. F. S. Chai, R. Singh and J. Stufken (2019). Nearly magic
rectangles. Journal of Combinatorial Designs, 27, 562-567.
37. F. S. Chai, A. Das, R. Singh and J. Stufken
(2020). Discriminating between superior UE(s2)-optimal
supersaturated designs. Statistics and Applications {ISSN 2452-7395 (online)}
Volume 18, No. 2 (new series), 66-74.
38. F. S. Chai and A. Das (2020). A-Optimal
Factorial Designs for Test Versus Control Comparisons. Journal of
Statistical Theory and Practice 14, 61 , https://doi.org/10.1007/s42519-020-00124-5.
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