A generalized EWMA control chart and its comparison with the optimal EWMA, CUSUM and GLR schemes
By Dong Han, Fugee Tsung. 2003
60 citations recorded by the source corpus.
Subfields: Management Information Systems, Statistics and Probability, Strategy and Management
View Paper: https://www.semanticscholar.org/paper/ba7504ff541cc7ef9544d9f6e406bd52d221b0ed
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In Management Information Systems
In Statistics and Probability
In Strategy and Management
Citations in the corpus
- NONPARAMETRIC CONTROL CHART FOR MONITORING PROFILES USING CHANGE POINT FORMULATION AND ADAPTIVE SMOOTHING (2009, background): “, Hart (1997)). A uniformly most powerful test usually does not exist due to the fact that nonparametric regression functions have infinite dimensions. For the lack-of-fit testing problem, Horowitz and Spokoiny (2001) suggest choosing a single h based on the maximum of a studentized conditional mome”
- CUSUM and EWMA multi-charts for detecting a range of mean shifts (2007, methodology): “Also, by taking the maximum weighting parameter in the EWMA control chart, Han and Tsung (2004) proposed a generalized EWMA (GEWMA) control chart that does not depend on the reference value, and proved that the GEWMA control chart is better than the optimal EWMA in detecting a mean shift of any…”