Part of the Mathematics Commons
Works by Charles W. Champ in Mathematics
2018
A Performance Analysis of Hotelling’s T2 Chi Square Control Chart with Supplementary Runs Rules
Charles W. Champ
Performance Analysis of Exponentially Weighted Moving Average Charts When Parameters Are Estimated
Charles W. Champ
Method for Deriving Integral Equations Useful in Control Chart Performance Analysis
Charles W. Champ
Study of Average Run Length for Supplementary Runs Rules in the Presents Autocorrelation
Charles W. Champ
Steady-State Run Length Analysis of a Shewhart Quality Control Chart With Supplementary Runs Rules
Charles W. Champ
Adjusting the S-Chart for Detecting Both Increases and Decreases in the Standard Deviation
Charles W. Champ
An Analysis of Shewhart Quality Control Charts to Monitor Both the Mean and Variability
Charles W. Champ
Application of Multivariate Phase I Control Charts to Unreplicated Multivariate 2m Factorial and Fractional Factorial Designs
Charles W. Champ
Derivation of Integral Equations Useful in the Performance Evaluation of Various Control Charts
Charles W. Champ
Evaluating the Run Length Distribution of a Generalized Control Charting Procedure Using a Markov Chain Approach
Charles W. Champ
Shewhart Quality Control Charts with Supplementary Runs Rules When No Standards Are Given
Charles W. Champ
Derivation of an Integral Equation Used to Determine the ARL of a One-Sided CUSUM Chart
Charles W. Champ
Method for Deriving Integral Equations Useful in Control Chart Performance Analysis
Charles W. Champ
2016
2015
Properties of the Markov-Dependent Attribute Control Chart with Estimated Parameters
Charles W. Champ
2014
2012
2011
2010
2009
2008
Note on the CUSUM Charts for Uys and Lombard
Department of Mathematical Sciences Faculty Presentations
2007
A Method for Selecting the Smoothing Matrix of an MEWMA Chart
Department of Mathematical Sciences Faculty Presentations
Encyclopedia of Statistics in Quality and Reliability
Department of Mathematical Sciences Faculty Bookshelf
2006
2005
2004
Attribute Charts For Monitoring A Markov Process
Department of Mathematical Sciences Faculty Publications
2003
Method for Evaluating the CUSUM Chart When Parameters Are Estimated
Department of Mathematical Sciences Faculty Presentations
2002
Designing Phase I Shewhart Charts for Variables
Department of Mathematical Sciences Faculty Presentations
Derivation of an Integral Equation Used to Determine the ARL of a One-Sided CUSUM Chart
Department of Mathematical Sciences Faculty Presentations
2001
2000
Derivation of Integral Equations Useful in the Performance Evaluation of Various Control Charts
Department of Mathematical Sciences Faculty Publications
Method for Deriving Integral Equations Useful in Control Chart Performance Analysis
Department of Mathematical Sciences Faculty Presentations
1999
Performance of EWMA Charts When Parameters Are Estimated
Department of Mathematical Sciences Faculty Presentations
1998
Monitoring Variability Using the Run Sum Chart
Department of Mathematical Sciences Faculty Publications
1997
An Analysis of the Run Sum X Chart When No Standards Are Given
Department of Mathematical Sciences Faculty Publications
Probability Limits for Shewhart Phase I X-Charts
Department of Mathematical Sciences Faculty Publications
1996
A Phase I Shewhart Chart for Unequal Sample Sizes
Department of Mathematical Sciences Faculty Presentations
Application of Multivariate Phase I Control Charts to Unreplicated Multivariate 2m Factorial and Fractional Factorial Designs
Department of Mathematical Sciences Faculty Publications
1995
A Comparison of Two Phase One Control Charts
Department of Mathematical Sciences Faculty Publications
The Linear Discriminant Analysis Technique and an Application to Market Assessment
Department of Mathematical Sciences Faculty Publications
Analysis of the Shewhart S-Chart with Runs Rules When No Standards Are Given
Department of Mathematical Sciences Faculty Publications
Evaluating the Run Length Distribution of a Generalized Control Charting Procedure Using a Markov Chain Approach
Department of Mathematical Sciences Faculty Publications
Some Closed Form Expressions for the Sine and Cosine
Department of Mathematical Sciences Faculty Publications
1994
Adjusting the S-Chart for Detecting Both Increases and Decreases in the Standard Deviation
Department of Mathematical Sciences Faculty Publications
Retrospective Shewhart Control Charts with Supplementary Runs Rules
Department of Mathematical Sciences Faculty Presentations
A CUSUM Quality Control Chart Under 100% Sampling
Department of Mathematical Sciences Faculty Publications
1993
Fuzzy Sets, Logic, and Measures: Applications and Issues
Department of Mathematical Sciences Faculty Presentations
An Analysis of Shewhart Charts with Runs Rules When No Standards Are Given
Department of Mathematical Sciences Faculty Publications
An Analysis of Shewhart Quality Control Charts to Monitor Both the Mean and Variability
Department of Mathematical Sciences Faculty Publications
1992
A Shewhart Control Chart Under 100% Sampling for Attribute Data
Department of Mathematical Sciences Faculty Presentations
Shewhart Quality Control Charts with Supplementary Runs Rules When No Standards Are Given
Department of Mathematical Sciences Faculty Publications
An Exponentially Weighted Moving Average Control Chart for Poisson Data
Department of Mathematical Sciences Faculty Publications
A Shewhart Control Chart Under 100% Inspection for Markov Dependent Attribute Data
Department of Mathematical Sciences Faculty Publications
1991
Shewhart Quality Control Charts with Supplementary Runs Rules When No Standards Are Given
Charles W. Champ
A Comparison of the Markov Chain and the Integral Equation Approaches for Evaluating the Run Length Distribution of Quality Control Charts
Charles W. Champ
Analyzing a Generalized Control Chart When the Observations Are Exponentially Distributed
Charles W. Champ
1990
A Comparison of Three Methods for Modeling the Performance of Quality Control Charts
Charles W. Champ
A Comparison of Three Methods for Modeling the Performance of Quality Control Charts
Charles W. Champ
A Program to Evaluate the Run Length Distribution of Shewhart Control Charts with Supplementary Runs Rules
Charles W. Champ
1989
The Run Length Distribution for the Generalized Control Chart When Observations are Exponentially Distributed
Charles W. Champ
A Comparison of the Markov Chain and the Integral Equation Approaches for Evaluating the Run Length Distribution of Quality Control Charts
Charles W. Champ