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- Multistage selection and ranking procedures: second-order asymptotics (1994)

- Sequential estimation (1997)

- Probability and statistical inference (2000)

- A Conversation with Lynne Billard. Statistical Science 2017. 32:138-164 .
- A general sequential fixed-accuracy confidence interval estimation methodology for a positive parameter: illustrations using health and safety data. Annals of the Institute of Statistical Mathematics 2016. 68:541-570 .
- Squares of Non-Standard-Normal or Non-Student’s-t1 RVs Which Have Chi-Square1 or F1,1 Distributions: A Return Visit. Methodology and Computing in Applied Probability 2015. 17:817-822 .
- Fisher information, sufficiency, and ancillarity: some clarifications. METRON 2013. 71:33-38 .
- On sequential point estimation in a uniform distribution with adjusted non-sufficient estimators: A comparative study and real data illustration. Calcutta Statistical Association Bulletin 2013. 65:103-121 .
- Asymptotic expansion of the percentiles for a sample mean standardized by GMD in a normal case with applications. Journal of the Japan Statistical Society 2012. 42:165-184 .
- On Two-Stage Comparisons with a Control Under Heteroscedastic Normal Distributions. Methodology and Computing in Applied Probability 2012. 14:501-522 .
- Estimating a standard deviation with $U$-statistics of degree more than two: The normal case. Journal of Statistics: Advances in Theory and Applications 2011. 5:93-130 .
- On MP test and the MVUEs in a $N($þeta$, c$þeta$)$ distribution with $þeta$ unknown: Illustrations and applications. Journal of the Japan Statistical Society 2011. 41:75-91 .
- Examples of non-normal observations for which a studentized sample mean has a student’s T-distribution. METRON 2011. 69:175-183 .
- On sharp Jensen's inequality and some unusual applications. Communications in Statistics: Theory and Methods 2011. 40:1283-1297 .
- Plug-in sequential normal density estimation under unknown variance: Mise loss. Calcutta Statistical Association Bulletin 2011. 63:81-108 .
- On the covariance between the sample mean and variance. Communications in Statistics: Theory and Methods 2011. 40:1142-1148 .
- Two-stage procedures for estimating the difference of means when the sampling cost is different. Sequential Analysis 2011. 30:160-171 .
- A note on minimum variance unbiased estimation. Communications in Statistics: Theory and Methods 2010. 39:1466-1476 .
- On Asymptotic and Strict Monotonicity of a Sharper Lower Bound for Student’s t Percentiles. Methodology and Computing in Applied Probability 2010. 12:647-657 .
- On a Sharper Lower Bound for a Percentile of a Student’s t Distribution with an Application. Methodology and Computing in Applied Probability 2010. 12:609-622 .
- A not on minimum variance unbiased estimation. Communications in Statistics: Theory and Methods 2010. 39:1466-1476 .
- On a sharper lower bound for a percentile of a student's $t$ distribution with an application. Methodology and Computing in Applied Probability 2010. 12:609-622 .
- Comment on ``Quickest detection problems: Fifty years later'' (2010V29 p345-385) (Pkg: p345-443). Sequential Analysis 2010. 29:415-419 .
- On asymptotic and strict monotonicity of a sharper lower bound for student's $t$ percentiles. Methodology and Computing in Applied Probability 2010. 12:647-657 .
- Comment on ``Life and work of Bhaskar Kumar Ghosh'' (Pkg: p2-40). Sequential Analysis 2010. 29:30-35 .
- When finiteness matters: Counterexamples to notions of covariance;correlation and independence. The American Statistician 2010. 64:231-233 .
- Stirling's formula and its extensions: Heuristic approaches. Communications in Statistics: Theory and Methods 2010. 39:1046-1053 .
- On two-stage confidence interval procedures and their comparisons for estimating the difference of normal means. Sequential Analysis 2010. 29:44-68 .
- A convolution identity and more with illustrations. Statistics & Probability Letters 2010. 80:1980-1984 .
- A Glimpse at the Career of Professor Shelemyahu Zacks. Communications in Statistics: Theory and Methods 2009. 38:2623-2624 .
- On Exact and Asymptotic Properties of Two-Stage and Sequential Estimation of the Normal Mean Under LINEX Loss. Communications in Statistics: Theory and Methods 2009. 38:2992-3014 .
- Two-stage selection of the best signal-to-noise ratio with related approximations. Calcutta Statistical Association Bulletin 2009. 61:61-86 .
- On two-stage selection of the best negative exponential population with applications. American Journal of Mathematical and Management Sciences 2009. 29:91-108 .
- On p × 1 dependent random variables having each (p - 1)× 1 sub-vector made up IID observations with examples. Statistics & Probability Letters 2009. 79:1585-1589 .
- Two-stage selection of the best signal-to-noise ratio with related approximations. Calcutta Statistical Association Bulletin 2009. 61:61-86 .
- Plug-in two-stage normal density estimation under MISE loss: Unknown variance. Sequential Analysis 2009. 28:251-280 .
- Guest Editorial: Recent Advances in Theory and Applications of Statistics. Communications in Statistics: Theory and Methods 2009. 38:2621-2622 .
- Barbara Bailar film now available. Amstat News 2008. :12-12 .
- New Pfizer Colloquia films of Barbara Bailar. IMS Bulletin 2008. 37:5-5 .
- Discussion on ``Sequential design and estimation in heteroscedastic nonparametric regression''by Sam Efromovich (Pkg: 3-39). Sequential Analysis 2007. 26:37-39 .
- Comment on ``Implicit Distributions and Estimation'' (2006V35 p245-252). Communications in Statistics: Theory and Methods 2006. 35:293-297 .
- A conversation with Ulf Grenander. Statistical Science 2006. 21:404-426 .
- Mvue for the mean with one observation: Normal with same mean and variance. The American Statistician 2006. 60:71-74 .
- Editor's notes. Sequential Analysis 2006. 25:1-2 .
- Filming of distinguished statisticians: Chris Heyde. IMS Bulletin 2006. 35:7-7 .
- Estimating perception of distance: Applied sequential methodologies in experimental psychology. Calcutta Statistical Association Bulletin 2005. 56:35-55 .
- A conversation with shelemyahu Zacks. Statistical Science 2005. 20:89-110 .
- How many simulations should one run?. .
- Discussion on “likelihood ratio identities and their applications to sequential analysis” by Tze L. Lai. Sequential Analysis 2004. 23:503-506 .
- Kernel density estimation of wool fiber diameter. .
- A new two-stage sampling design for estimating the maximum average time to flower. Journal of Agricultural, Biological and Environmental Statistics 2004. 9:479-499 .
- Celebrating Abraham Wald's birth centenary. Sequential Analysis 2004. 23:1-9 .
- Comment on ``Likelihood ratio identities and their applications to sequential analysis'' (Pkg: p467-556). Sequential Analysis 2004. 23:503-506 .
- Discussion on “likelihood ratio identities and their applications to sequential analysis? By Tze L. Lai. Sequential Analysis 2004. 23:503-506 .
- Percentage Points of the Largest Among Student's T Random Variable. Methodology and Computing in Applied Probability 2004. 6:161-179 .
- Percentage points of the largest among student's $T$ random variable. Methodology and Computing in Applied Probability 2004. 6:161-179 .
- Applications of sequentially estimating the mean in a normal distribution having equal mean and variance. Sequential Analysis 2004. 23:625-665 .
- Multi-step sequential and accelerated sequential methodologies for a replicable linear model. Sequential Analysis 2003. 22:167-201 .
- Sequential sampling. .
- Two-stage estimation of a linear function of normal means with second-order approximations. Sequential Analysis 2002. 21:109-144 .
- On a two-stage procedure with higher than second-order approximations. .
- A conversation with Kanti Mardia. Statistical Science 2002. 17:113-148 .
- Multistage methodologies for comparing several treatments with a control. Journal of Statistical Planning and Inference 2002. 100:209-220 .
- A conversation with Milton Sobel. Statistical Science 2000. 15:168-190 .
- On a two-stage procedure having second-order properties with applications. Annals of the Institute of Statistical Mathematics 1999. 51:621-636 .
- Second-order properties of a two-stage fixed-size confidence region when the covariance matrix has a structure. Communications in Statistics: Theory and Methods 1999. 28:839-855 .
- Higher than second-order approximations via two-stage sampling. Sankhyā, Series A 1999. 61:254-269 .
- Multistage methodologies for fixed-width simultaneous confidence intervals for all pairwise comparisons. Journal of Statistical Planning and Inference 1998. 73:163-176 .
- Multistage partial piecewise sampling and its applications. Sequential Analysis 1998. 17:63-90 .
- Second-order asymptotics for multistage methodologies in partitioning a set of normal populations having a common unknown variance. Statistics & Decisions 1998. 16:191-205 .
- Fixed-width simultaneous confidence intervals for multinormal means in several intraclass correlation models. Journal of Multivariate Analysis 1998. 66:46-63 .
- Multivariate multistage methodologies for simultaneous all pairwise comparisons. Metrika 1998. 47:185-201 .
- A conversation with Sujit Kumar Mitra. Statistical Science 1997. 12:61-75 .
- Can a two-stage procedure enjoy second-order properties?. Sankhyā, Series A 1997. 59:435-448 .
- On estimating the reliability after sequentially estimating the mean: The exponential case. Metrika 1997. 45:235-252 .
- On sequential fixed-width confidence intervals for the mean and second-order expansions of the associated coverage probabilities. Annals of the Institute of Statistical Mathematics 1996. 48:497-507 .
- Sequential estimation of the mean of an exponential distribution via replicated piecewise stopping number. Statistics & Decisions 1995. 13:351-361 .
- Sequential interval estimation via replicated piecewise stopping times and accelerated stopping times in a class of two-parameter exponential family of distributions. Sequential Analysis 1995. 14:287-305 .
- On fine-tuning a purely sequential procedure and associated second-order properties. Sankhyā, Series A 1995. 57:100-117 .
- A note on accelerated sequential estimation of the mean of NEF-PVF distributions. Annals of the Institute of Statistical Mathematics 1995. 47:99-104 .
- On fine-tuned bounded risk sequential point estimation of the mean of an exponential distribution. South African Statistical Journal 1995. 29:9-27 .
- Comparing exponential clinical trials by combining individual sequential experiments available from independent studies. METRON 1994. 52:17-40 .
- On sequential estimation of the difference of means. Statistics & Decisions 1994. 12:41-52 .
- Sequential estimation by accelerated stopping times in a two-parameter exponential family of distributions. Statistics & Decisions 1994. 12:281-291 .
- On the admissibility of some sequential confidence intervals for the negative exponential location parameter. Sequential Analysis 1993. 12:289-295 .
- Replicated piecewise stopping numbers and sequential analysis. Sequential Analysis 1993. 12:179-197 .
- Multistage subset selection procedures for normal populations and associated second-order asymptotics. METRON 1993. 51:25-42 .
- Accelerated sequential procedure for selecting the best exponential population. Journal of Statistical Planning and Inference 1992. 32:347-361 .
- Efficient sequential sampling strategies for environmental monitoring. Water Resources Research 1992. 28:2245-2256 .
- Nonlinear renewal theory and beyond: Reviewing the roles in selection and ranking. .
- Research -- How to do it: A panel discussion. Statistical Science 1991. 6:149-162 .
- Multi-stage estimation procedures for the mean of a $U$-statistic and some associated moderate sample size comparisons. Calcutta Statistical Association Bulletin 1991. 40:283-297 .
- Research--How to Do It: A Panel Discussion. Statistical Science 1991. 6:149-162 .
- Sequential estimation of the location parameter of an exponential distribution. Sankhyā, Series A 1990. 52:303-313 .
- Stopping rules, permutation invariance and sufficiency principle. Annals of the Institute of Statistical Mathematics 1989. 41:121-138 .
- Sequential estimation of the percentiles of exponential and normal distributions. South African Statistical Journal 1989. 23:251-268 .
- Fixed-width interval estimation of the largest location of $k$ negative exponential populations. Sequential Analysis 1988. 7:321-332 .
- Bounded risk estimation of a finite population mean: Optimal strategies. Sequential Analysis 1988. 7:91-109 .
- Three-stage procedures for selecting the best exponential population. Journal of Statistical Planning and Inference 1987. 16:345-352 .
- On estimating the difference of location parameters of two negative exponential distributions. The Canadian Journal of Statistics / La Revue Canadienne de Statistique 1984. 12:67-76 .
- On estimating the difference of location parameters of two negative exponential distributions†. Canadian Journal of Statistics 1984. 12:67-76 .
- Sequential and two-stage point estimation for the range in a power family distribution. Sequential Analysis 1983. 2:259-288 .
- Selecting the smallest normal variance through the comparisons of several likelihoods. Sequential Analysis 1982. 1:121-144 .
- On the asymptotic regret while estimating the location of an exponential distribution. Calcutta Statistical Association Bulletin 1982. 31:207-213 .
- Consistency and asymptotic efficiency of two stage and sequential estimation procedures. Sankhyā, Series A 1981. 43:220-227 .
- Sequential point estimation of the difference of two normal means. The Annals of Statistics 1980. 8:221-225 .
- Fixed size simultaneous confidence region for mean vector and dispersion of a multinormal distribution. Calcutta Statistical Association Bulletin 1979. 28:147-150 .
- Sequential estimation of a linear function of means of three normal population. Journal of the American Statistical Association 1976. 71:149-153 .
- Sequential estimation of a bivariate normal mean vector. Sankhyā, Series B 1976. 38:219-230 .
- On two fundamental problems of sequential estimation. Sankhyā, Series B 1976. 38:203-218 .
- Multivariate sequential point estimation. Journal of Multivariate Analysis 1976. 6:281-294 .
- Sequential point estimation of the parameter of a rectangular distribution. Calcutta Statistical Association Bulletin 1975. 24:116-122 .
- Almost sure convergence of sums of maxima and minima of positive random variables. Probability Theory and Related Fields 1975. 33:49-54 .