Recent Publications
- Sun, C.Y. and Tang, B. (2021). Uniform projection designs and strong orthogonal arrays. Journal of the American Statistical Association, (just-accepted), pp.1-19.
- Shi, C. and Tang, B. (2021). On Construction of Nonregular Two-Level Factorial Designs With Maximum Generalized Resolutions. Statistica Sinica, to appear.
- Li, W., Liu, M.Q. and Tang, B. (2021). A systematic construction of compromise designs under baseline parameterization. Journal of Statistical Planning and Inference, accepted.
- Sun, C.Y. and Tang, B. (2021). Relationship between orthogonal and baseline parameterizations and its applications to design constructions. Statistica Sinica, to appear.
- Shi, C. and Tang, B. (2021). Model-Robust Subdata Selection for Big Data. Journal of Statistical Theory and Practice, 15(4), pp.1-17.
- Li, W., Liu, M.Q. and Tang, B. (2021). A method of constructing maximin distance designs. Biometrika, 108, 845-855.
- Chen, A., Sun, C.Y. and Tang, B. (2021). Selecting baseline designs using a minimum aberration criterion when some two-factor interactions are important. Statistical Theory and Related Fields, 5, 95-101.
- Cheng, C.S., He, Y. and Tang, B. (2021). Minimal second order saturated designs and their applications to space-filling designs. Statistica Sinica, 31, 867-890
- Shi, C. and Tang, B. (2020). Construction results for strong orthogonal arrays of strength three. Bernoulli, 26, 418-431.
- Zhou, Y. and Tang, B. (2019). Column-orthogonal strong orthogonal arrays of strength two plus and three minus. Biometrika, 106, 997-1004.
- Shi, C. and Tang, B. (2019). Design selection for strong orthogonal arrays. Canadian Journal of Statistics, 47, 302-314.
- Shi, C. and Tang, B. (2019). Supersaturated designs robust to two-factor interactions. Journal of Statistical Planning and Inference, 200, 119-128.
- He, Y., Cheng, C.S. and Tang, B. (2018). Strong orthogonal arrays of strength two plus. Annals of Statistics, 46, 457-468.
- Karunanayaka, R.C. and Tang, B. (2018). On the existence and constructions of orthogonal designs. Australian & New Zealand Journal of Statistics, 60, 471-480.
- Shi, C. and Tang, B. (2018). Designs from good Hadamard matrices. Bernoulli, 24, 661-671.
- Sun, F. and Tang, B. (2017). A method of constructing space-filling orthogonal designs. Journal of American Statistical Association, 112, 683-689.
- Karunanayaka, R.C. and Tang, B. (2017). Compromise designs under baseline parameterization. Journal of Statistical Planning and Inference, 190, 32-38.
- Sun, F. and Tang, B. (2017). A general rotation method for orthogonal Latin hypercubes. Biometrika, 104, 465-472.
Selected Early Publications
- Lin, C.D. and Tang, B. (2015). Latin Hypercubes and Space-Filling Designs. In Handbook of Design and Analysis of Experiments, edited by Angela Dean et al., CRC Press, Chapter 17, 593-626.
- Mukerjee, R., Sun, F. and Tang, B. (2014). Nearly orthogonal arrays mappable into fully orthogonal arrays. Biometrika, 101, 957-963.
- He, Y. and Tang, B. (2013). Strong orthogonal arrays and associated Latin hyper cubes for computer experiments. Biometrika, 100, 254-260.
- Mukerjee, R. and Tang, B. (2012). Optimal fractions of two-level factorials under a baseline parametrization. Biometrika, 99, 71-84.
- Lin, C.D., Mukerjee, R. and Tang, B. (2009). Construction of orthogonal and nearly orthogonal Latin hypercubes. Biometrika, 96, 243-247.
- Bingham, D., Sitter, R.R. and Tang, B. (2009). Orthogonal and nearly orthogonal designs for computer experiments. Biometrika, 96, 51-65.
- Stufken, J. and Tang, B. (2007), Complete enumeration of two-level orthogonal arrays of strength d with d + 2 constraints. Annals of Statistics, 35, 793-814.
- Tang, B. (2006). Orthogonal arrays robust to nonnegligible two-factor interactions. Biometrika 93, 137-46.
- Cheng, C.S. and Tang, B. (2005), A general theory of minimum aberration and its applications, Annals of Statistics, 33 944-958.
- Tang, B. (2001), Theory of J-characteristics for fractional factorial designs and projection justification of minimum G2 aberration, Biometrika, 88 401-407.
- Deng, L.Y. and Tang, B. (1999), Generalized resolution and minimum aberration criteria for Plackett-Burman and other nonregular factorial designs, Statistica Sinica, 9 1071-1082.
- Tang, B. and Deng, L.Y. (1999), Minimum G2-aberration for Nonregular Fractional Factorial designs, Annals of Statistics, 27 1914-1926.
- Tang, B. and Wu, C.F.J. (1997), A method for constructing supersaturated designs and its Es2 optimality, Canadian Journal of Statistics, 191-201.
- Tang, B. and Wu, C.F.J. (1996), Characterization of minimum aberration 2^(n-m) designs in terms of their complementary designs, Annals of Statistics, 2549-2559.
- Tang, B. (1993), Orthogonal array based Latin hypercube Sampling, Journal of American Statistical Association, 1392-1397.