Should Observations Be Grouped for Effective Process Monitoring?
By Marion R. Reynolds, Zachary G. Stoumbos. 2004
166 citations recorded by the source corpus.
Subfields: Control and Systems Engineering, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/525c4c85fc03aa45fb3eca13e9f0edb312057f7f
How researchers see this paper
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In Control and Systems Engineering
- William H. Woodall
- Douglas C. Montgomery
- Z. Wu *
- Yu Tian
- Zhang Wu
- Douglas M. Hawkins
- K. Zamba
- S. Zhang
In Statistics and Probability
- William H. Woodall
- Douglas C. Montgomery
- S. Zhang
- Zhang Wu
- Douglas M. Hawkins
- Changliang Zou
- Z. Wu *
- Yu Tian
Citations in the corpus
- Monitoring the process mean and variance using a weighted loss function CUSUM scheme with variable sampling intervals (2006, background): “…nmax (the allowed maximum sample size), hmin (the allowed minimum sampling interval), and (δµ1, δσ1)(δµ1 = (µ1 − µ0)/σ0 and δσ1 = σ1/σ0, where µ1 and σ1 are the out-of-control values of the mean and standard deviation that should be detected as soon as possible (Reynolds and Stoumbos, 2004a).”
- A Change-Point Model for a Shift in Variance (2005, background): “On the other side, Reynolds and Stoumbos (2004b) suggest that the use of rational groups of size greater than 1 in the CUSUM and EWMA is not the best choice for these methodologies either.”
- Weighted-loss-function CUSUM chart for monitoring mean and variance of a production process (2005, background): “As a result, none of the current research works has investigated the optimization design of the charting parameters of the CCC scheme (Reynolds and Stoumbos 2004).”
- Some Current Directions in the Theory and Application of Statistical Process Monitoring (2014, background): “In addition, Reynolds and Stoumbos (2004) gave related results for monitoring with univariate normally-distributed data.”