The basic assumption underlying statistical control chart criteria is that the process measurements are independent and identically distributed over time. However, autocorrelation and other time-series effects occur frequently in application. In this paper, the effects of autocorrelation are investigated for the frequently advocated supplementary runs rules. For both individual control charts based on the moving range and sample standard deviation, using simulation, the impact of autocorrelation for the AR(1) on in-control average run lengths is given
Serial correlation can seriously affect the performance of traditional control charts. Many authors ...
Consider the AR(p) process Z,-8,Z,_,-...-8,Z,_, =4, t=l,2,...,where Z,‘s are observations, a,‘s are ...
Vita.The problem of controlling correlated data is considered. Data are modeled with common time ser...
Traditional control charts assume independence of observations obtained from the monitored process. ...
Advances in automated sampling technology have made autocorrelated data commonplace. Positive autoco...
AbstractThe implementation of statistical control charts under autocorrelated situations is a critic...
Control charts are regularly developed with the assumption that the process observations have an ind...
The ARMA chart is a unified family of statistical control charts proposed in Jiang et al. (2000). It...
Statistical Processes Monitoring is a collection of statistical-based methodologies and methods for ...
Abstract: Using a counter example, we show that the formula for computing the Average Run Lengths (A...
Abstract: Average run length is the most popular measure to assess the statistical perfor-mance of a...
Control charts are effective tool with regard to improving process quality and productivity, Shewhar...
Control charts are effective tool with regard to improving process quality and productivity, Shewhar...
The Shewhart R–and S–charts are often used to monitor the variability of a quality characteristic of...
When standard control charts are applied to a process whose measurements of quality exhibit autocorr...
Serial correlation can seriously affect the performance of traditional control charts. Many authors ...
Consider the AR(p) process Z,-8,Z,_,-...-8,Z,_, =4, t=l,2,...,where Z,‘s are observations, a,‘s are ...
Vita.The problem of controlling correlated data is considered. Data are modeled with common time ser...
Traditional control charts assume independence of observations obtained from the monitored process. ...
Advances in automated sampling technology have made autocorrelated data commonplace. Positive autoco...
AbstractThe implementation of statistical control charts under autocorrelated situations is a critic...
Control charts are regularly developed with the assumption that the process observations have an ind...
The ARMA chart is a unified family of statistical control charts proposed in Jiang et al. (2000). It...
Statistical Processes Monitoring is a collection of statistical-based methodologies and methods for ...
Abstract: Using a counter example, we show that the formula for computing the Average Run Lengths (A...
Abstract: Average run length is the most popular measure to assess the statistical perfor-mance of a...
Control charts are effective tool with regard to improving process quality and productivity, Shewhar...
Control charts are effective tool with regard to improving process quality and productivity, Shewhar...
The Shewhart R–and S–charts are often used to monitor the variability of a quality characteristic of...
When standard control charts are applied to a process whose measurements of quality exhibit autocorr...
Serial correlation can seriously affect the performance of traditional control charts. Many authors ...
Consider the AR(p) process Z,-8,Z,_,-...-8,Z,_, =4, t=l,2,...,where Z,‘s are observations, a,‘s are ...
Vita.The problem of controlling correlated data is considered. Data are modeled with common time ser...