H. Khatun and M. R. Tripathy,"Testing equality of quantiles for several logistic populations with some real-life applications", Communications in Statistics - Simulation and Computation, Taylor and Francis, April 2023, View Details       Article

M. H. Sarkar and M. R. Tripathy,"Estimating reciprocals of scale parameters of two exponential populations with common location and ordered scales using censored samples", STATISTICS: A Journal of Theoretical and Applied Statistics, vol.57, no.3, pp.710-739, Taylor and Francis, May 2023, View Details       Article

H. Khatun and M. R. Tripathy,"Interval estimation for quantiles of several normal populations with a common standard deviation.", in Lecture Notes in Networks and Systems, vol.697, pp.325–338, Springer, part of the lecture notes in networks and systems book 2023, View Details       Inproceedings

P. Kumar and M. R. Tripathy,"Estimation and Classification Using Samples from Two Logistic Populations with Common Scale parameter", Applied Analysis, Computation and Mathematical Modelling in Engineering, ch.14, vol.897, pp.221-233, Springer, lecture notes in electrical engineering book (lnee,volume 897), June 2022, 10.1007/978-981-19-1824-7_14       Inbook

H. Khatun and M. R. Tripathy,"Testing quantiles of two normal populations with a common mean and order restricted variances", Applied Analysis, Computation and Mathematical Modelling in Engineering, ch.15, vol.897, pp.235-247, Springer, lecture notes in electrical engineering book (lnee,volume 897), June 2022, 10.1007/978-981-19-1824-7_15       Inbook

P. Jena and M. R. Tripathy,"Estimating positive powers of the scale parameters under order restrictions for two normal populations with a common mean", STATISTICS: A Journal of Theoretical and Applied Statistics, vol.56, no.3, pp.598-630, Taylor and Francis 2022, https://doi.org/10.1080/02331888.2022.2079125       Article

M. H. Sarkar and M. R. Tripathy,"Estimating parameters of the inverse gompertz distribution under unified hybrid censoring scheme", Palestine Journal of Mathematics, vol.11 (special issue iii), pp.172-188, Palestine Polytechnic University, Hebron, Palestine 2022, View Details       Article

P. Kumar, M. R. Tripathy, and S. Kumar,"Alternative lassification Rules for Two Inverse Gaussian Populations with a Common Mean and Order Restricted Scale-Like Parameters", Journal of Applied Statistics, Taylor and Francis 2022, View Details       Article

M. H. Sarkar, M. R. Tripathy, and D. Kundu,"Estimating Parameters from the generalized inverse Lindley distribution under hybrid censoring scheme", Communications in Statistics - Theory and Methods, Taylor and Francis 2022, View Details       Article

M. H. Sarkar, M. R. Tripathy, and D. Kundu,"Estimating parameters from the generalized inverse Lindley distribution under hybrid censoring scheme", Communications in Statistics - Theory and Methods, Taylor and Francis, October 2022, View Details       Article