| Nonparametric statistical inference: revised and expanded JD Gibbons, S Chakraborti CRC press, 2014 | 6155 | 2014 |
| Nonparametric control charts: an overview and some results S Chakraborti, P Van der Laan, ST Bakir Journal of quality technology 33 (3), 304-315, 2001 | 445 | 2001 |
| Phase I statistical process control charts: An overview and some results S Chakraborti, SW Human, MA Graham Quality Engineering 21 (1), 52-62, 2008 | 217 | 2008 |
| A class of distribution-free control charts S Chakraborti, P Van der Laan, MA Van de Wiel Journal of the Royal Statistical Society Series C: Applied Statistics 53 (3 …, 2004 | 157 | 2004 |
| Control charts for joint monitoring of mean and variance: an overview AK McCracken, S Chakraborti Quality Technology & Quantitative Management 10 (1), 17-36, 2013 | 153 | 2013 |
| Asymptotically distribution-free statistical inference for generalized Lorenz curves JA Bishop, S Chakraborti, PD Thistle The Review of Economics and Statistics, 725-727, 1989 | 144 | 1989 |
| A nonparametric control chart based on the Mann-Whitney statistic S Chakraborti, MA Van de Wiel Beyond parametrics in interdisciplinary research: Festschrift in honor of …, 2008 | 141 | 2008 |
| Run length distribution and percentiles: the Shewhart chart with unknown parameters S Chakraborti Quality Engineering 19 (2), 119-127, 2007 | 139 | 2007 |
| Nonparametric (distribution-free) control charts: An updated overview and some results S Chakraborti, MA Graham Quality Engineering 31 (4), 523-544, 2019 | 126 | 2019 |
| Comparisons of the Mann-Whitney, Student’s t, and Alternate t Tests for Means of Normal Distributions JD Gibbons, S Chakraborti The Journal of Experimental Education 59 (3), 258-267, 1991 | 95 | 1991 |
| A nonparametric EWMA sign chart for location based on individual measurements MA Graham, S Chakraborti, SW Human Quality Engineering 23 (3), 227-241, 2011 | 92 | 2011 |
| Distribution‐free phase II CUSUM control chart for joint monitoring of location and scale S Chowdhury, A Mukherjee, S Chakraborti Quality and Reliability Engineering International 31 (1), 135-151, 2015 | 82 | 2015 |
| Effect of the Amount of Phase I Data on the Phase II Performance of S2 and S Control Charts EK Epprecht, LD Loureiro, S Chakraborti Journal of Quality Technology 47 (2), 139-155, 2015 | 78 | 2015 |
| Nonparametric control charts S Chakraborti, MA Graham Encyclopedia of statistics in quality and reliability 1, 415-429, 2007 | 75 | 2007 |
| Nonparametric statistical process control S Chakraborti, M Graham John Wiley & Sons, 2019 | 74 | 2019 |
| Robustness of the EWMA control chart for individual observations SW Human, P Kritzinger, S Chakraborti Journal of Applied Statistics 38 (10), 2071-2087, 2011 | 68 | 2011 |
| Two simple Shewhart‐type multivariate nonparametric control charts JM Boone, S Chakraborti Applied Stochastic Models in Business and Industry 28 (2), 130-140, 2012 | 63 | 2012 |
| A Phase I nonparametric Shewhart-type control chart based on the median MA Graham, SW Human, S Chakraborti Journal of Applied Statistics 37 (11), 1795-1813, 2010 | 59 | 2010 |
| Nonparametric statistical inference. New York: M JD Gibbons, S Chakraborti Dekker. Retrieved from EBSCO Publishing: eBook Collection on 3 (16), 2016, 1992 | 59 | 1992 |
| Two perspectives for designing a phase II control chart with estimated parameters: The case of the Shewhart X Chart FS Jardim, S Chakraborti, EK Epprecht Journal of Quality Technology 52 (2), 198-217, 2020 | 54 | 2020 |
