Sequential Analysis, Reliability Analysis, Statistical Inference, Sampling Strategies, U-Statistics, Stress-Strength Analysis, Bootstrap, Applications in Actuarial Science, Agriculture, Economics, Environmental Health and Tourism
Mukhopadhyay, N., & Hu, J. (2017). Confidence intervals and point estimators for a normal mean under purely sequential strategies involving Gini’s mean difference and mean absolute deviation. Sequential Analysis, 36, 210-239.
Mukhopadhyay, N., & Hu, J. (2018). Two-stage estimation for a normal mean having a known lower bound of variance with final sample size defined via Gini’s mean difference and mean absolute deviation. Sequential Analysis, 37, 204-221.
Hu, J., & Mukhopadhyay, N. (2019). Second-order asymptotics in a class of purely sequential minimum risk point estimation (MRPE) methodologies. Japanese Journal of Statistics and Data Science, 2, 81-104.
Hu, J., & Mukhopadhyay, N. (2019). A class of purely sequential minimum risk point estimation methodologies with second-order properties. WSEAS Transactions on Mathematics, 18, 407-414.
Zhuang, Y., Hu, J., & Zou, Y. (2020). Fixed-accuracy confidence interval estimation of P(X > c) for a two-parameter gamma population. Communications for Statistical Applications and Methods, 27, 625-639.
Hu, J. (2021). Improving Hall’s accelerated sequential procedure: Generalized multistage fixed-width confidence intervals for a normal mean. Methodology and Computing in Applied Probability, 23, 823-835.
Hu, J., Zhuang, Y., & Goldiner, C. (2021). Fixed-accuracy confidence interval estimation of P(X < Y) under a geometric-exponential model. Japanese Journal of Statistics and Data Science, 4, 1079-1104.
Hu, J., & Zhuang, Y. (2022). A broader class of two-stage minimum risk point estimation procedures for a normal mean. Communications in Statistics-Simulation and Computation, 51, 7587-7601.
Hu, J. (2022). A double-sequential sampling scheme. Communications in Statistics-Theory and Methods, 51, 6319-6333.
Hu, J., & Hong, L. (2022). A nonparametric sequential learning procedure for estimating the pure premium. European Actuarial Journal, 12, 485-502.
Hu, J., & Pham, D. D. (2022). Three-stage minimum risk point estimation with termination defined via Gini’s mean difference. Sequential Analysis, 41, 104-118.
Hu, J. (2023). A multiply-sequential sampling scheme. Journal of Statistical Theory and Practice, 17, 54.
Mukhopadhyay, N., Hu, J., & Wang, Z. (2024). Second-order asymtotics for comparing treatment means from purely sequential estimation strategies under possible outlying observations. Communications in Statistics-Simulation and Computation, 53, 1330-1355.
Hu, J., Alanazi, I., & Wang, Z. (2024). Estimating a function of the scale parameter in a gamma distribution with bounded variance. Sequential Analysis, 43, 301-316.
Hu, J., Zhuang, Y., & Zhao, S. (2024+). A sequential learning procedure for estimating coefficients in linear regression with applications to online sales examination. Applied Stochastic Models in Business and Industry, in press.
Ma, Z., Haworth, J., Rash, C., & Hu, J. (2024). Binge drinking status as a moderator in narrative versus non-narrative pictorial warning labels: roles of cognitive elaboration and retrospective reflection. Health Communication, 40, 2049-2059.
Hu, J., So, H. Y., & Zhuang, Y. (2025). Estimation of the mean exponential survival time under a sequential censoring scheme. Journal of Applied Statistics, 52, 669-686.
Hu, J., & Zhuang, Y. (2025). Accelerated group sequential sampling. Journal of Applied Probability, 62, 712-734.
Ma, Z., Haworth, J., & Hu, J. (2025). Effects of narrative versus non-narrative pictorial warning labels on visual attention and alcohol-related cancer risk perceptions: an eye-tracking study. Addictive Behaviors, 162, 108229.
Hu, J., Zheng, L., & Alanazi, I. (2025). Sequential confidence intervals for comparing two proportions with applications in A/B testing. Mathematics, 13, 161.
Hu, J. (2025). Unbiased estimators of binomial n with bounded variance based on two-stage sampling. Sequential Analysis, 44, 366-375.
Hu, J., & Radjewski, A. (2025+). Operationally convenient and risk efficient two-stage estimation of the mean exponential lifetime under interval censoring. Japanese Journal of Statistics and Data Science, accepted.
Sequential Confidence Interval Methodologies Based on GMD for a Normal Mean with Real Data Illustrations, the Sixth International Workshop in Sequential Methodologies (IWSM 2017), University of Rouen, France, June 2017.
A Purely Sequential Minimum Risk Point Estimation Methodology Based on Gini’s Mean Difference for a Normal Mean, the 9th International Workshop on Applied Probability (IWAP 2018), Budapest, Hungary, June 2018.
A Class of Purely Sequential Minimum Risk Point Estimation Methodologies with Second-Order Properties, the 36th Quality and Productivity Research Conference (QPRC 2019), American University, Washington, D.C., USA, June 2019.
A Class of Purely Sequential Minimum Risk Point Estimation Methodologies with Second-Order Properties, the Seventh International Workshop in Sequential Methodologies (IWSM 2019), Binghamton University, New York, USA, June 2019.
Sequential Fixed-Width Confidence Interval Estimation (FCIE) Methodologies for an Unknown Normal Mean, ASA Detroit Chapter Meeting, Oakland University, Rochester, MI, February 2020.
Fixed-Accuracy Confidence Interval Estimation of P(X > c) for a Two-Parameter Gamma Population, the 9th Annual Conference of the Upstate New York Chapters of the American Statistical Association (UPSTAT 2021), Online, April 2021.
Three-Stage Minimum Risk Point Estimation with Termination Defined via Gini's Mean Difference, the 34th New England Statistics Symposium (NESS 2021), University of Rhode Island, Providence, RI, USA, October 2021.
An Improved Accelerated Sequential Sampling Schemes with Illustrations, 2022 Langenhop Lecture & SIU Probability and Statistics Conference, Southern Illinois University, Carbondale, IL, October 2022.
Fixed-Accuracy Confidence Interval Estimation of P(X<Y) under a Geometric-Exponential Model with Applications, the 2023 ICSA Applied Statistics Symposium, University of Michigan, Ann Arbor, MI, June 2023.
An Accelerated Group Sequential Learning Procedure with Applications to Online Sales Examination, the 8th International Workshop in Sequential Methodologies (IWSM 2024), Utah Valley University, Orem, UT, May 2024.
Operationally Convenient and Risk Efficient Two-Stage Estimation of the Mean Exponential Lifetime under Interval Censoring, the 8th International Conference on Econometrics and Statistics (EcoSta 2025), Waseda University, Tokyo, Japan, August 2025.