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• W2751460058 abstract "Various charts such as | S |, W , and G are used for monitoring process dispersion. Most of these charts are based on the normality assumption, while exact distribution of the control statistic is unknown, and thus limiting distribution of control statistic is employed which is applicable for large sample sizes. In practice, the normality assumption of distribution might be violated, while it is not always possible to collect large sample size. Furthermore, to use control charts in practice, the in‐control state usually has to be estimated. Such estimation has a negative effect on the performance of control chart. Non‐parametric bootstrap control charts can be considered as an alternative when the distribution is unknown or a collection of large sample size is not possible or the process parameters are estimated from a Phase I data set. In this paper, non‐parametric bootstrap multivariate control charts | S |, W , and G are introduced, and their performances are compared against Shewhart‐type control charts. The proposed method is based on bootstrapping the data used for estimating the in‐control state. Simulation results show satisfactory performance for the bootstrap control charts. Ultimately, the proposed control charts are applied to a real case study." @default.
• W2751460058 created "2017-09-15" @default.
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• W2751460058 date "2017-08-31" @default.
• W2751460058 modified "2023-09-23" @default.
• W2751460058 title "An evaluation of the multivariate dispersion charts with estimated parameters under non-normality" @default.
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• W2751460058 doi "https://doi.org/10.1002/asmb.2272" @default.
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