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Philippe CASTAGLIOLA
ENSEIGNANT-CHERCHEUR
HDR
Publications référencées sur HAL
Revues internationales avec comité de lecture (ART_INT)
- [1] F. Xie, P. Castagliola, A. Tang, X. Hu, J. Sun. The performance of the one-sided truncated exponentially weighted moving average X control chart in the presence of measurement errors. In Journal of Statistical Computation and Simulation ; éd. Taylor & Francis, 2024, vol. 94, num. 10.https://hal.science/hal-04638006v1
- [2] S. Wu, P. Castagliola, A. Rakitzis, P. Maravelakis. Design of Attribute EWMA Type Control Charts with Reliable Run Length Performance. In Communications in Statistics - Simulation and Computation ; éd. Taylor & Francis, 2023, vol. 52, num. 9.https://hal.science/hal-04225640v1
- [3] M. Shingwenyana, J. Malela-Majika, P. Castagliola, S. Human. A Bayesian ARMA-GARCH EWMA monitoring scheme for long run: A case study on monitoring the USD/ZAR exchange rate. In Quality Engineering ; éd. Taylor & Francis, 2023, vol. 36, num. 3.https://hal.science/hal-04630045v1
- [4] F. Xie, P. Castagliola, Z. Li, J. Sun, X. Hu. One-sided Adaptive Truncated Exponentially Weighted Moving Average X Schemes for Detecting Process Mean Shifts. In Quality technology & quantitative management ; éd. ICAQM, 2022, vol. 19, num. 5.https://hal.science/hal-03764697v1
- [5] J. Malela‐majika, S. Shongwe, P. Castagliola, R. Mutambayi. A novel single composite Shewhart-EWMA control chart for monitoring the process mean Short running head: Single CSEWMA monitoring scheme. In Quality and Reliability Engineering International ; éd. Wiley, 2022, vol. 38, num. 4.https://hal.science/hal-03662062v1
- [6] N. Kumar, S. Chakraborti, P. Castagliola. Phase II Exponential Charts for Monitoring Time Between Events Data: Performance Analysis Using Exact Conditional Average Time to Signal Distribution. In Journal of Statistical Computation and Simulation ; éd. Taylor & Francis, 2022, vol. 92, num. 7.https://hal.science/hal-03646713v1
- [7] P. Maravelakis, A. Rakitzis, P. Castagliola. EWMA Charts for Monitoring Zero-inflated Proportions with Applications in Health-Care. In Statistical Methods in Medical Research ; éd. SAGE Publications, 2022, vol. 31, num. 5.https://hal.science/hal-03652541v1
- [8] A. Johannssen, N. Chukhrova, G. Celano, P. Castagliola. A number-between-events control chart for monitoring nite horizon production processes. In Quality and Reliability Engineering International ; éd. Wiley, 2022, vol. 38, num. 4.https://hal.science/hal-03661659v1
- [9] A. Johannssen, N. Chukhrova, P. Castagliola. The performance of the hypergeometric n p chart with estimated parameter. In European Journal of Operational Research ; éd. Elsevier, 2022, vol. 296, num. 3.https://hal.science/hal-03505717v1
- [10] F. Xie, P. Castagliola, J. Sun, A. Tang, X. Hu. A one-sided adaptive truncated exponentially weighted moving average scheme for time between events. In Computers & Industrial Engineering ; éd. Elsevier, 2022, vol. 168.https://hal.science/hal-03600724v1
- [11] J. Malela-Majika, S. Shongwe, P. Castagliola. One-sided precedence monitoring schemes for unknown shift sizes using generalized 2-of-(h+1) and w-of-w improved runs-rules. In Communications in Statistics - Theory and Methods ; éd. Taylor & Francis, 2022, vol. 51, num. 9.https://hal.science/hal-03621166v1
- [12] Y. Qiao, J. Sun, P. Castagliola, X. Hu. Optimal Design of One-sided Exponential EWMA Charts Based on Median Run Length and Expected Median Run Length. In Communications in Statistics - Theory and Methods ; éd. Taylor & Francis, 2022, vol. 51, num. 9.https://hal.science/hal-03620915v1
- [13] C. Motsepa, J. Malela-Majika, P. Castagliola, S. Shongwe. A side-sensitive double sampling X¯ monitoring scheme with estimated process parameters. In Communications in Statistics - Simulation and Computation ; éd. Taylor & Francis, 2022, vol. 51, num. 7.https://hal.science/hal-03751960v1
- [14] Z. Chong, K. Tan, M. Khoo, W. Teoh, P. Castagliola. Optimal designs of the Exponentially Weighted Moving Average (EWMA) median chart for known and estimated parameters based on median run length. In Communications in Statistics - Simulation and Computation ; éd. Taylor & Francis, 2022, vol. 51, num. 7.https://hal.science/hal-03740220v1
- [15] F. Mim, M. Khoo, S. Saha, P. Castagliola. Revised Triple Sampling X Control Charts for the Mean with Known and Estimated Process Parameters. In International Journal of Production Research ; éd. Taylor & Francis, 2022, vol. 60, num. 16.https://hal.science/hal-03759546v1
- [16] F. Xie, P. Castagliola, Y. Qiao, X. Hu, J. Sun. A One-sided Exponentially Weighted Moving Average Control Chart for Time Between Events. In Journal of Applied Statistics ; éd. Taylor & Francis (Routledge), 2022, vol. 49, num. 15.https://hal.science/hal-03835753v1
- [17] J. Teoh, W. Teoh, M. Khoo, P. Castagliola, W. Moy. On designing an optimal SPRT control chart with estimated process parameters under guaranteed in-control performance. In Computers & Industrial Engineering ; éd. Elsevier, 2022, vol. 174.https://hal.science/hal-03877302v1
- [18] T. Perdikis, S. Psarakis, P. Castagliola, A. Rakitzis, P. Maravelakis. The EWMA Sign Chart Revisited: Performance and Alternatives without and with Ties. In Journal of Applied Statistics ; éd. Taylor & Francis (Routledge), 2022, vol. 50, num. 1.https://hal.science/hal-03898103v1
- [19] A. Johannssen, N. Chukhrova, P. Castagliola. Efficient algorithms for calculating the probability distribution of the sum of hypergeometric-distributed random variables. In MethodsX ; éd. Elsevier, 2021, vol. 8.https://hal.science/hal-03347181v1
- [20] H. Sabahno, A. Amiri, P. Castagliola. A new adaptive control chart for the simultaneous monitoring of the mean and variability of multivariate normal processes. In Computers & Industrial Engineering ; éd. Elsevier, 2021, vol. 151.https://hal.science/hal-03132610v1
- [21] K. Mabude, J. Malela‐majika, P. Castagliola, S. Shongwe. Generally weighted moving average monitoring schemes: Overview and perspectives. In Quality and Reliability Engineering International ; éd. Wiley, 2021, vol. 37, num. 2.https://hal.science/hal-03321174v1
- [22] M. Thanwane, J. Malela-Majika, P. Castagliola, S. Shongwe. The effect of measurement errors on the performance of the homogenously weighted moving average X ¯ monitoring scheme with estimated parameters. In Journal of Statistical Computation and Simulation ; éd. Taylor & Francis, 2021, vol. 91, num. 7.https://hal.science/hal-03212037v1
- [23] M. Thanwane, J. Malela-Majika, P. Castagliola, S. Shongwe. The effect of measurement errors on the performance of the homogenously weighted moving average X¯ monitoring scheme. In Transactions of the Institute of Measurement and Control ; éd. SAGE Publications, 2021, vol. 43, num. 3.https://hal.science/hal-03129234v1
- [24] N. Chong, M. Khoo, P. Castagliola, S. Saha, F. Mim. A variable parameters auxiliary information based quality control chart with application in a spring manufacturing process: The Markov chain approach. In Quality Engineering ; éd. Taylor & Francis, 2021, vol. 33, num. 2.https://hal.science/hal-03254634v1
- [25] S. Saha, M. Khoo, P. Castagliola, A. Haq. Side‐sensitive modified group runs charts with and without measurement errors for monitoring the coefficient of variation. In Quality and Reliability Engineering International ; éd. Wiley, 2021, vol. 37, num. 2.https://hal.science/hal-03321793v1
- [26] T. Perdikis, S. Psarakis, P. Castagliola, P. Maravelakis. An EWMA signed ranks control chart with reliable run length performances. In Quality and Reliability Engineering International ; éd. Wiley, 2021, vol. 37, num. 3.https://hal.science/hal-03163631v1
- [27] Z. Jalilibal, A. Amiri, P. Castagliola, M. Khoo. Monitoring the coefficient of variation: A literature review. In Computers & Industrial Engineering ; éd. Elsevier, 2021, vol. 161.https://hal.science/hal-03336179v1
- [28] M. Khatun, M. Khoo, S. Saha, P. Castagliola. A new distribution‐free adaptive sample size control chart for a finite production horizon and its application in monitoring fill volume of soft drink beverage bottles. In Applied Stochastic Models in Business and Industry ; éd. Wiley, 2021, vol. 37, num. 1.https://hal.science/hal-03321812v1
- [29] F. Xie, J. Sun, P. Castagliola, X. Hu, A. Tang. A multivariate CUSUM control chart for monitoring Gumbel's bivariate exponential data. In Quality and Reliability Engineering International ; éd. Wiley, 2021, vol. 37, num. 1.https://hal.science/hal-03112644v1
- [30] S. Wu, P. Castagliola, G. Celano. A distribution-free EWMA control chart for monitoring time-between-events-and-amplitude data. In Journal of Applied Statistics ; éd. Taylor & Francis (Routledge), 2021, vol. 48, num. 3.https://hal.science/hal-03123025v1
- [31] T. Perdikis, S. Psarakis, P. Castagliola, G. Celano. An EWMA-type chart based on signed ranks with exact run length properties. In Journal of Statistical Computation and Simulation ; éd. Taylor & Francis, 2021, vol. 91, num. 4.https://hal.science/hal-03149541v1
- [32] X. Hu, P. Castagliola, J. Zhong, A. Tang, Y. Qiao. On the performance of the adaptive EWMA chart for monitoring time between events. In Journal of Statistical Computation and Simulation ; éd. Taylor & Francis, 2021, vol. 91, num. 6.https://hal.science/hal-03191674v1
- [33] S. Shongwe, J. Malela-Majika, P. Castagliola. A combined mixed- s -skip sampling strategy to reduce the effect of autocorrelation on the X̄ scheme with and without measurement errors. In Journal of Applied Statistics ; éd. Taylor & Francis (Routledge), 2021, vol. 48, num. 7.https://hal.science/hal-03211087v1
- [34] C. Motsepa, J. Malela-Majika, P. Castagliola, S. Shongwe. Double sampling monitoring schemes: a literature review and some future research ideas. In Communications in Statistics - Simulation and Computation ; éd. Taylor & Francis, 2021, vol. 52, num. 8.https://hal.science/hal-04443384v1
- [35] A. Tang, P. Castagliola, X. Hu, X. Zhou. Optimal one‐ and two‐sided adaptive EWMA scheme for monitoring Poisson count data. In Quality and Reliability Engineering International ; éd. Wiley, 2021, vol. 37, num. 5.https://hal.science/hal-03504678v1
- [36] T. Letshedi, J. Malela-Majika, P. Castagliola, S. Shongwe. Distribution‐free triple EWMA control chart for monitoring the process location using the Wilcoxon rank‐sum statistic with fast initial response feature. In Quality and Reliability Engineering International ; éd. Wiley, 2021, vol. 37, num. 5.https://hal.science/hal-03504670v1
- [37] D. Rahali, P. Castagliola, H. Taleb, M. Khoo. Evaluation of Shewhart time‐between‐events‐and‐amplitude control charts for correlated data. In Quality and Reliability Engineering International ; éd. Wiley, 2021, vol. 37, num. 1.https://hal.science/hal-03112645v1
- [38] X. Hu, P. Castagliola, A. Tang, J. Zhong. Guaranteed conditional performance of the median run length based EWMA X¯ chart with unknown process parameters. In Communications in Statistics - Simulation and Computation ; éd. Taylor & Francis, 2021, vol. 50, num. 12.https://hal.science/hal-03448266v1
- [39] S. Shongwe, J. Malela-Majika, P. Castagliola. The new synthetic and runs-rules schemes to monitor the process mean of autocorrelated observations with measurement errors *. In Communications in Statistics - Theory and Methods ; éd. Taylor & Francis, 2021, vol. 50, num. 24.https://hal.science/hal-03624641v1
- [40] G. Celano, P. Castagliola. On‐line monitoring of extreme values of geometric profiles in finite horizon processes. In Quality and Reliability Engineering International ; éd. Wiley, 2020, vol. 36, num. 4.https://hal.science/hal-02551720v1
- [41] H. Nguyen, K. Tran, G. Celano, P. Maravelakis, P. Castagliola. On the effect of the measurement error on Shewhart t and EWMA t control charts. In International Journal of Advanced Manufacturing Technology ; éd. Springer Verlag, 2020, vol. 107, num. 9-10.https://hal.science/hal-02568969v1
- [42] H. Sabahno, P. Castagliola, A. Amiri. A variable parameters multivariate control chart for simultaneous monitoring of the process mean and variability with measurement errors. In Quality and Reliability Engineering International ; éd. Wiley, 2020, vol. 36, num. 4.https://hal.science/hal-02551715v1
- [43] H. Sabahno, P. Castagliola, A. Amiri. An adaptive variable-parameters scheme for the simultaneous monitoring of the mean and variability of an autocorrelated multivariate normal process. In Journal of Statistical Computation and Simulation ; éd. Taylor & Francis, 2020, vol. 90, num. 8.https://hal.science/hal-02551721v1
- [44] S. Shongwe, J. Malela‐majika, P. Castagliola. On monitoring the process mean of autocorrelated observations with measurement errors using the w‐of‐w runs‐rules scheme. In Quality and Reliability Engineering International ; éd. Wiley, 2020, vol. 36, num. 3.https://hal.science/hal-02502217v1
- [45] X. Hu, P. Castagliola, A. Tang, X. Zhou, P. Zhou. Conditional median run length performance of the synthetic X¯ chart with unknown process parameters. In Quality and Reliability Engineering International ; éd. Wiley, 2020, vol. 36, num. 3.https://hal.science/hal-02502233v1
- [46] H. Ayyoub, M. Khoo, S. Saha, P. Castagliola. Multivariate coefficient of variation charts with measurement errors. In Computers & Industrial Engineering ; éd. Elsevier, 2020, vol. 147.https://hal.science/hal-02893090v1
- [47] S. Shongwe, J. Malela-Majika, P. Castagliola, T. Molahloe. Side-sensitive synthetic and runs-rules charts for monitoring AR(1) processes with skipping sampling strategies. In Communications in Statistics - Theory and Methods ; éd. Taylor & Francis, 2020, vol. 49, num. 17.https://hal.science/hal-02907038v1
- [48] F. Zaidi, P. Castagliola, K. Tran, M. Khoo. Performance of the MEWMA‐CoDa control chart in the presence of measurement errors. In Quality and Reliability Engineering International ; éd. Wiley, 2020, vol. 36, num. 7.https://hal.science/hal-02977179v1
- [49] O. Ben-Ammar, P. Castagliola, A. Dolgui, F. Hnaien. A hybrid genetic algorithm for a multilevel assembly replenishment planning problem with stochastic lead times. In Computers & Industrial Engineering ; éd. Elsevier, 2020, vol. 149.https://hal.science/hal-02935532v2
- [50] A. Tang, P. Castagliola, J. Sun, X. Hu. Optimal design of the adaptive EWMA chart for the mean based on median run length and expected median run length. In Quality technology & quantitative management ; éd. ICAQM, 2019, vol. 16, num. 4.https://hal.science/hal-02145998v1
- [51] D. Rahali, P. Castagliola, H. Taleb, M. Khoo. Evaluation of Shewhart time-between-events-and-amplitude control charts for several distributions. In Quality Engineering ; éd. Taylor & Francis, 2019, vol. 31, num. 2.https://hal.science/hal-02135093v1
- [52] F. Haghighi, P. Castagliola. Control chart for monitoring the Weibull shape parameter under two competing risks. In Communications in Statistics - Simulation and Computation ; éd. Taylor & Francis, 2019, vol. 48, num. 7.https://hal.science/hal-02183425v1
- [53] H. Sabahno, A. Amiri, P. Castagliola. Optimal performance of the variable sample sizes Hotelling’s T 2 control chart in the presence of measurement errors. In Quality technology & quantitative management ; éd. ICAQM, 2019, vol. 16, num. 5.https://hal.science/hal-02190729v1
- [54] H. Sabahno, A. Amiri, P. Castagliola. Performance of the Variable Parameters X Control Chart in Presence of Measurement Errors. In Journal of Testing and Evaluation ; éd. ASTM International, 2019, vol. 47, num. 1.https://hal.science/hal-01977765v1
- [55] K. Tran, P. Castagliola, T. Nguyen, A. Cuzol. Design of a Variable Sampling Interval EWMA Median Control Chart. In International Journal of Reliability, Quality and Safety Engineering ; éd. World Scientific Publishing, 2019, vol. 26, num. 05.https://hal.science/hal-02171178v1
- [56] M. Maleki, P. Castagliola, A. Amiri, M. Khoo. The effect of parameter estimation on phase II monitoring of poisson regression profiles. In Communications in Statistics - Simulation and Computation ; éd. Taylor & Francis, 2019, vol. 48, num. 7.https://hal.science/hal-02183432v1
- [57] V. Alevizakos, C. Koukouvinos, P. Castagliola. Process capability index for Poisson regression profile based on the S pmk index. In Quality Engineering ; éd. Taylor & Francis, 2019, vol. 31, num. 3.https://hal.science/hal-02168627v1
- [58] X. Hu, P. Castagliola, A. Tang. Conditional design of the CUSUM median chart for the process position when process parameters are unknown. In Journal of Statistical Computation and Simulation ; éd. Taylor & Francis, 2019, vol. 89, num. 13.https://hal.science/hal-02160997v1
- [59] X. Hu, P. Castagliola, X. Zhou, A. Tang. Conditional design of the EWMA median chart with estimated parameters. In Communications in Statistics - Theory and Methods ; éd. Taylor & Francis, 2019, vol. 48, num. 8.https://hal.science/hal-02155302v1
- [60] X. Hu, P. Castagliola. A re-evaluation of the run rules xbar chart when the process parameters are unknown. In Quality technology & quantitative management ; éd. ICAQM, 2019, vol. 16, num. 6.https://hal.science/hal-02318364v1
- [61] A. Tang, P. Castagliola, X. Hu, J. Sun. The adaptive EWMA median chart for known and estimated parameters. In Journal of Statistical Computation and Simulation ; éd. Taylor & Francis, 2019, vol. 89, num. 5.https://hal.science/hal-02015138v1
- [62] P. Castagliola, K. Tran, G. Celano, A. Rakitzis, P. Maravelakis. An EWMA-type sign chart with exact run length properties. In Journal of quality technology ; éd. Asqc American Society for Quality Control, 2019, vol. 51, num. 1.https://hal.science/hal-02002980v1
- [63] A. Tang, P. Castagliola, X. Hu, J. Sun. The performance of the adaptive EWMA median chart in the presence of measurement error. In Quality and Reliability Engineering International ; éd. Wiley, 2019, vol. 35, num. 1.https://hal.science/hal-01978754v1
- [64] N. Chong, M. Khoo, A. Haq, P. Castagliola. Hotelling's T 2 control charts with fixed and variable sample sizes for monitoring short production runs. In Quality and Reliability Engineering International ; éd. Wiley, 2019, vol. 35, num. 1.https://hal.science/hal-01978750v1
- [65] Z. Chong, M. Khoo, W. Teoh, H. You, P. Castagliola. Optimal design of the side-sensitive modified group runs (SSMGR) Xbar chart when process parameters are estimated. In Quality and Reliability Engineering International ; éd. Wiley, 2019, vol. 35, num. 1.https://hal.science/hal-01978769v1
- [66] A. Tang, J. Sun, X. Hu, P. Castagliola. A new nonparametric adaptive EWMA control chart with exact run length properties. In Computers & Industrial Engineering ; éd. Elsevier, 2019, vol. 130.https://hal.science/hal-02059892v1
- [67] T. Nguyen, K. Tran, P. Castagliola, G. Celano, S. Lardjane. One-Sided Synthetic control charts for monitoring the Multivariate Coefficient of Variation. In Journal of Statistical Computation and Simulation ; éd. Taylor & Francis, 2019, vol. 89, num. 10.https://hal.science/hal-01885435v2
- [68] F. Zaidi, P. Castagliola, P. Tran, M. Khoo. Performance of the hotelling T 2 control chart for compositional data in the presence of measurement errors. In Journal of Applied Statistics ; éd. Taylor & Francis (Routledge), 2019, vol. 46, num. 14.https://hal.science/hal-02273060v1
- [69] V. Giner‐bosch, K. Tran, P. Castagliola, M. Khoo. An EWMA control chart for the multivariate coefficient of variation. In Quality and Reliability Engineering International ; éd. Wiley, 2019, vol. 35, num. 6.https://hal.science/hal-02283481v1
- [70] W. Teoh, L. Ong, M. Khoo, P. Castagliola, Z. Chong. The Variable Sampling Interval EWMA X¯ Chart with Estimated Process Parameters. In Journal of Testing and Evaluation ; éd. ASTM International, 2019, vol. 49, num. 2.https://hal.science/hal-03146344v1
- [71] P. Castagliola, F. Figueiredo, P. Maravelakis. THE CUSUM MEDIAN CHART FOR KNOWN AND ESTIMATED PARAMETERS. In REVSTAT - Statistical Journal ; éd. Instituto Nacional de Estatistica, 2019, vol. 17, num. 3.https://hal.science/hal-02190734v1
- [72] M. Khoo, S. Saha, H. Lee, P. Castagliola. Variable sampling interval exponentially weighted moving average median chart with estimated process parameters. In Quality and Reliability Engineering International ; éd. Wiley, 2019, vol. 35, num. 8.https://hal.science/hal-02354567v1
- [73] Z. Hassani, A. Amiri, P. Castagliola. Variable sample size Exponentially Weighted Moving Average Chart With Measurement Errors. In Scientia Iranica ; éd. Sharif University of Technology, 2019, vol. 28, num. 4.https://hal.science/hal-03349055v1
- [74] A. Rakitzis, P. Castagliola, P. Maravelakis. Cumulative sum control charts for monitoring geometrically inflated Poisson processes: An application to infectious disease counts data. In Statistical Methods in Medical Research ; éd. SAGE Publications, 2018, vol. 27, num. 2.https://hal.science/hal-01718089v1
- [75] L. Qu, M. Khoo, P. Castagliola, Z. He. Exponential cumulative sums chart for detecting shifts in time-between-events. In International Journal of Production Research ; éd. Taylor & Francis, 2018, vol. 56, num. 10.https://hal.science/hal-01809531v1
- [76] M. Maleki, A. Amiri, A. Taheriyoun, P. Castagliola. Phase I monitoring and change point estimation of autocorrelated poisson regression profiles. In Communications in Statistics - Theory and Methods ; éd. Taylor & Francis, 2018, vol. 47, num. 24.https://hal.science/hal-01870773v1
- [77] S. Saha, M. Khoo, M. Lee, P. Castagliola. A side-sensitive modified group runs double sampling (SSMGRDS) control chart for detecting mean shifts. In Communications in Statistics - Simulation and Computation ; éd. Taylor & Francis, 2018, vol. 47, num. 5.https://hal.science/hal-01811791v1
- [78] W. Yeong, S. Lim, M. Khoo, P. Castagliola. Monitoring the coefficient of variation using a variable parameters chart. In Quality Engineering ; éd. Taylor & Francis, 2018, vol. 30, num. 2.https://hal.science/hal-01716541v1
- [79] K. Tran, P. Castagliola, G. Celano. Monitoring the ratio of population means of a bivariate normal distribution using CUSUM type control charts. In Statistical Papers ; éd. Springer Verlag, 2018, vol. 59, num. 1.https://hal.science/hal-01773342v1
- [80] K. Tran, P. Castagliola, G. Celano, M. Khoo. Monitoring compositional data using multivariate exponentially weighted moving average scheme. In Quality and Reliability Engineering International ; éd. Wiley, 2018, vol. 34, num. 3.https://hal.science/hal-01731361v1
- [81] A. Lepore, B. Palumbo, P. Castagliola. A Note on Decision Making Method for Product Acceptance Based on Process Capability Indices Cpk and Cpmk. In European Journal of Operational Research ; éd. Elsevier, 2018, vol. 267, num. 1.https://hal.science/hal-01697729v1
- [82] J. Garza-Venegas, G. Tercero-Gómez, L. Lee Ho, P. Castagliola, G. Celano. Effect of autocorrelation estimators on the performance of the X̄ control chart. In Journal of Statistical Computation and Simulation ; éd. Taylor & Francis, 2018, vol. 88, num. 13.https://hal.science/hal-01824643v1
- [83] L. Qu, S. He, M. Khoo, P. Castagliola. A CUSUM chart for detecting the intensity ratio of negative events. In International Journal of Production Research ; éd. Taylor & Francis, 2018, vol. 56, num. 19.https://hal.science/hal-01895010v1
- [84] A. Tang, P. Castagliola, J. Sun, X. Hu. The effect of measurement errors on the adaptive EWMA Xbar chart. In Quality and Reliability Engineering International ; éd. Wiley, 2018, vol. 34, num. 4.https://hal.science/hal-01806538v1
- [85] X. Hu, P. Castagliola, Y. Ma, W. Huang. Guaranteed in-control performance of the synthetic X¯ chart with estimated parameters. In Quality and Reliability Engineering International ; éd. Wiley, 2018, vol. 34, num. 5.https://hal.science/hal-01835841v1
- [86] M. Khatun, M. Khoo, M. Lee, P. Castagliola. One-sided control charts for monitoring the multivariate coefficient of variation in short production runs. In Transactions of the Institute of Measurement and Control ; éd. SAGE Publications, 2018, vol. 41, num. 6.https://hal.science/hal-02072237v1
- [87] G. Celano, P. Castagliola. An EWMA sign control chart with varying control limits for finite horizon processes. In Quality and Reliability Engineering International ; éd. Wiley, 2018, vol. 34, num. 8.https://hal.science/hal-01921386v1
- [88] G. Celano, P. Castagliola. The Shewhart F control chart for monitoring processes with finite number of inspections. In Quality and Reliability Engineering International ; éd. Wiley, 2018, vol. 34, num. 8.https://hal.science/hal-01921379v1
- [89] H. Sabahno, A. Amiri, P. Castagliola. Evaluating the effect of measurement errors on the performance of the variable sampling intervals Hotelling's T 2 control charts. In Quality and Reliability Engineering International ; éd. Wiley, 2018, vol. 34, num. 8.https://hal.science/hal-01921390v1
- [90] K. Khaw, M. Khoo, P. Castagliola, M. Rahim. New adaptive control charts for monitoring the multivariate coefficient of variation. In Computers & Industrial Engineering ; éd. Elsevier, 2018, vol. 126.https://hal.science/hal-01895172v1
- [91] M. Maleki, A. Amiri, P. Castagliola. An overview on recent profile monitoring papers (2008–2018) based on conceptual classification scheme. In Computers & Industrial Engineering ; éd. Elsevier, 2018, vol. 126.https://hal.science/hal-01905445v1
- [92] A. Amdouni, P. Castagliola, H. Taleb, G. Celano. A Variable Sampling Interval Shewhart Control Chart for Monitoring the Coefficient of Variation in Short Production Runs. In International Journal of Production Research ; éd. Taylor & Francis, 2017, vol. 55, num. 19.https://hal.science/hal-01573597v1
- [93] A. Rakitzis, C. Weiss, P. Castagliola. Control Charts for Monitoring Correlated Counts with a Finite Range. In Applied Stochastic Models in Business and Industry ; éd. Wiley, 2017, vol. 33, num. 6.https://hal.science/hal-01659129v1
- [94] A. Rakitzis, C. Weiss, P. Castagliola. Control Charts for Monitoring Correlated Poisson Counts with an Excessive Number of Zeros. In Quality and Reliability Engineering International ; éd. Wiley, 2017, vol. 33, num. 2.https://hal.science/hal-01466793v1
- [95] G. Nenes, P. Castagliola, G. Celano. Economic and Statistical Design of Vp Control Charts for Finite-Horizon Processes. In IIE Transactions ; éd. Taylor & Francis, 2017, vol. 49, num. 1.https://hal.science/hal-01425549v1
- [96] H. You, M. Khoo, M. Lee, P. Castagliola, S. Saha. Optimal Design of Exponentially Weighted Moving Average (EWMA) Xbar Chart for the Mean with Estimated Process Parameters. In Communications in Statistics - Theory and Methods ; éd. Taylor & Francis, 2017, vol. 46, num. 22.https://hal.science/hal-01614074v1
- [97] P. Oprime, M. Khoo, P. Castagliola. The Double Sampling S2 Chart with Estimated Process Variance. In Communications in Statistics - Theory and Methods ; éd. Taylor & Francis, 2017, vol. 46, num. 7.https://hal.science/hal-01421764v1
- [98] R. Maleki, A. Amiri, P. Castagliola. Measurement Errors in Statistical Process Monitoring: a Literature Review. In Computers & Industrial Engineering ; éd. Elsevier, 2017, vol. 103.https://hal.science/hal-01423386v1
- [99] S. Bersimis, A. Sachlas, P. Castagliola. Controlling Bivariate Categorical Processes using Scan Rules. In Methodology and Computing in Applied Probability ; éd. Springer Verlag, 2017, vol. 19, num. 4.https://hal.science/hal-01676808v1
- [100] W. Teoh, J. Chong, M. Khoo, W. Yeong, P. Castagliola. Optimal Designs of the Variable Sample Size Xbar Chart based on Median Run Length and Expected Median Run Length. In Quality and Reliability Engineering International ; éd. Wiley, 2017, vol. 33, num. 1.https://hal.science/hal-01444219v1
- [101] W. Teoh, S. Chuah, M. Khoo, P. Castagliola, W. Yeong. Optimal Designs of the Synthetic t Chart with Estimated Process Mean. In Computers & Industrial Engineering ; éd. Elsevier, 2017, vol. 112.https://hal.science/hal-01583912v1
- [102] X. Hu, P. Castagliola. Guaranteed conditional design of the median chart with estimated parameters. In Quality and Reliability Engineering International ; éd. Wiley, 2017, vol. 33, num. 8.https://hal.science/hal-01668745v1
- [103] K. Tran, P. Castagliola, N. Balakrishnan. On the Performance of Shewhart median Chart in the Presence of Measurement Errors. In Quality and Reliability Engineering International ; éd. Wiley, 2017, vol. 33, num. 5.https://hal.science/hal-01668732v1
- [104] P. Maravelakis, P. Castagliola, M. Khoo. Run length properties of run rules EWMA chart using integral equations. In Quality technology & quantitative management ; éd. ICAQM, 2017, vol. 16, num. 2.https://hal.science/hal-02022526v1
- [105] A. Tang, P. Castagliola, J. Sun, X. Hu. An adaptive exponentially weighted moving average chart for the mean with variable sampling intervals. In Quality and Reliability Engineering International ; éd. Wiley, 2017, vol. 33, num. 8.https://hal.science/hal-01668940v1
- [106] A. Amdouni, P. Castagliola, H. Taleb, G. Celano. One-Sided Run Rules Control Charts for Monitoring the Coefficient of Variation in Short Production Runs. In European Journal of Industrial Engineering ; éd. Inderscience, 2016, vol. 10, num. 5.https://hal.science/hal-01388503v1
- [107] A. Rakitzis, P. Castagliola, P. Maravelakis. A Two-parameter General Inflated Poisson Distribution: Properties and Applications. In Statistical Methodology ; éd. Elsevier, 2016, vol. 29.https://hal.science/hal-01231367v1
- [108] A. Rakitzis, P. Castagliola, P. Maravelakis. On the Modeling and Monitoring of General Inflated Poisson Processes. In Quality and Reliability Engineering International ; éd. Wiley, 2016, vol. 32, num. 5.https://hal.science/hal-01345886v1
- [109] A. Rakitzis, P. Castagliola. The Effect of Parameter Estimation on the Performance of One-sided Shewhart Control Charts for Zero-Inflated Processes. In Communications in Statistics - Theory and Methods ; éd. Taylor & Francis, 2016, vol. 45, num. 14.https://hal.science/hal-01345887v1
- [110] A. Rakitzis, P. Maravelakis, P. Castagliola. CUSUM Control Charts for the Monitoring of Zero-inflated Binomial Processes. In Quality and Reliability Engineering International ; éd. Wiley, 2016, vol. 32, num. 2.https://hal.science/hal-01331381v1
- [111] G. Celano, P. Castagliola, S. Chakraborti, G. Nenes. On the Implementation of the Shewhart Sign Control Chart for Low-volume Production. In International Journal of Production Research ; éd. Taylor & Francis, 2016, vol. 54, num. 19.https://hal.science/hal-01367280v1
- [112] G. Celano, P. Castagliola, S. Chakraborti, G. Nenes. The Performance of the Shewhart Sign Control Chart for Finite Horizon Processes. In International Journal of Advanced Manufacturing Technology ; éd. Springer Verlag, 2016, vol. 84, num. 5.https://hal.science/hal-01313577v1
- [113] G. Celano, P. Castagliola, S. Chakraborti. Joint Shewhart Control Charts for Location and Scale Monitoring in Finite Horizon Processes. In Computers & Industrial Engineering ; éd. Elsevier, 2016, vol. 101.https://hal.science/hal-01382239v1
- [114] G. Celano, P. Castagliola. A Synthetic Control Chart for Monitoring the Ratio of Two Normal Variables. In Quality and Reliability Engineering International ; éd. Wiley, 2016, vol. 32, num. 2.https://hal.science/hal-01272650v1
- [115] G. Celano, P. Castagliola. Design of a Phase II Control Chart for Monitoring the Ratio of two Normal Variables. In Quality and Reliability Engineering International ; éd. Wiley, 2016, vol. 32, num. 1.https://hal.science/hal-01264243v1
- [116] H. You, M. Khoo, P. Castagliola, A. Haq. Monitoring the Coefficient of Variation using the Side Sensitive Group Runs Chart. In Quality and Reliability Engineering International ; éd. Wiley, 2016, vol. 32, num. 5.https://hal.science/hal-01351488v1
- [117] H. You, M. Khoo, P. Castagliola, L. Qu. Optimal Exponentially Weighted Moving Average Charts with Estimated Parameters based on Median Run Length and Expected Median Run Length. In International Journal of Production Research ; éd. Taylor & Francis, 2016, vol. 54, num. 17.https://hal.science/hal-01351478v1
- [118] K. Tran, P. Castagliola, G. Celano. Monitoring the Ratio of two Normal Variables using EWMA Type Control Charts. In Quality and Reliability Engineering International ; éd. Wiley, 2016, vol. 32, num. 5.https://hal.science/hal-01345854v1
- [119] K. Tran, P. Castagliola, G. Celano. Monitoring the Ratio of two Normal Variables using Run Rules Type Control Charts. In International Journal of Production Research ; éd. Taylor & Francis, 2016, vol. 54, num. 6.https://hal.science/hal-01308072v1
- [120] K. Tran, P. Castagliola, G. Celano. The Performance of the Shewhart-RZ Control Chart in the Presence of Measurement Error. In International Journal of Production Research ; éd. Taylor & Francis, 2016, vol. 54, num. 24.https://hal.science/hal-01396009v1
- [121] M. Khoo, P. Castagliola, J. Liew, W. Teoh, P. Maravelakis. A Study on EWMA Charts with Runs Rules - the Markov Chain Approach. In Communications in Statistics - Theory and Methods ; éd. Taylor & Francis, 2016, vol. 45, num. 14.https://hal.science/hal-01354062v1
- [122] P. Castagliola, P. Maravelakis, F. Figueiredo.