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Designs of &S control charts with optimal manpower deployment
16 references·1 citing·41 second hop
Designs of &S control charts with optimal manpower deployment (2008)Designs of &S control charts with optimal…Designs of control charts with optimal manpower deployment (2006)Designs of control charts wit…Optimization design of the charts for monitoring process capability (2002)Optimization design of the ch…An economic model for \font\twelveit=cmti10 scaled 1600$\overline{\kern‐0.85ex\hbox{\twelveit X}}$\nopagenumbers\end and R charts with time‐varying parameters (2002)An economic model for \font\t…Introduction to Statistical Quality Control (2001)Introduction to Statistical Q…Joint economic design of x and R charts under Weibull shock models (2000)Joint economic design of x an…Research Issues and Ideas in Statistical Process Control (1999)Research Issues and Ideas in …Joint X and R Charts with Variable Sample Sizes and Sampling Intervals (1999)Joint X and R Charts with Var…A Note on Individual and Moving Range Control Charts (1998)A Note on Individual and Movi…Some Perspectives and Challenges for Control Chart Methods (1997)Some Perspectives and Challen…Total Quality Management: (1996)Total Quality Management:Introduction to Statistical Quality Control (1992)Introduction to Statistical Q…CUSUM Charts With Variable Sampling Intervals (1990)CUSUM Charts With Variable Sa…Economic Statistical Control-Chart Designs with an Application to X and R Charts (1989)Economic Statistical Control-…Economic Statistical Control-Chart Designs With an Application to and R Charts (1989)Economic Statistical Control-…Taguchi techniques for quality engineering : loss function, orthogonal experiments, parameter and tolerance design (1988)Taguchi techniques for qualit…Detecting a Shift in Process Average: Tables of the Power Function for X Charts (1983)Detecting a Shift in Process …Economic design of control charts for monitoring batch manufacturing processes (2015)Economic design of control ch…$\overline{X}$ Charts with Variable Sampling Intervals (1988)Introduction to Statistical Quality Control (1997)Joint X¯ and R charts with variable parameters (1998)Economic design of X charts with variable parameters: The Markov chain approach (2001)An adaptive chart for monitoring the process mean and variance (2006)Out of the Crisis (1982)Response Surface Methodology: Process and Product Optimization Using Designed Experiments (1996)Kollár Ádám Ferenc levelezése (2000)Using Control Charts to Monitor Process and Product Quality Profiles (2004)Effects of Parameter Estimation on Control Chart Properties: A Literature Review (2006)CONTINUOUS INSPECTION SCHEMES (1954)An Approach to the Probability Distribution of Cusum Run Length (1972)Exponentially weighted moving average control schemes with variable sampling intervals (1992)A Survey of Recent Developments in the Design of Adaptive Control Charts (1998)The State of Statistical Process Control as We Proceed into the 21st Century (2000)Economic control of quality of manufactured product (1932)Economic Control of Quality of Manufactured Product. (1932)Quality, productivity, and competitive position (1982)Economic Design of Control Charts: A Literature Review for 1981–1991 (1994)Multi-objective control chart design optimization using NSGA-III and MOPSO enhanced with DEA and TOPSIS (2015)Monitoring the coefficient of variation: A literature review (2021)Properties of Control Chart Zone Tests (1958)Statistical Quality Control (1980)Robustness of Forecast-Based Monitoring Schemes (1998)On the performance of different control charting rules (2011)Monitoring the ratio of two normal variables using Run Rules type control charts (2015)Uniform design and its applications in chemistry and chemical engineering (2001)Airports evaluation and ranking model using Taguchi loss function, best-worst method and VIKOR technique (2017)Investigating the green impact of Lean, Six Sigma and Lean Six Sigma (2017)Time-Series Modeling for Statistical Process Control (1988)Statistical process control as a tool for research and healthcare improvement (2003)Data quality for data science, predictive analytics, and big data in supply chain management: An introduction to the problem and suggestions for research and applications (2014)THE USE OF STATISTICAL PROCESS CONTROL AND DESIGN OF EXPERIMENTS IN PRODUCT AND PROCESS IMPROVEMENT (1992)Statistical Surveillance. Optimality and Methods (2003)A Distribution‐free Control Chart for the Joint Monitoring of Location and Scale (2011)Total Quality Management (2000)Theoretical foundation of the EFQM model: the resource-based view (2004)Key factors for implementation of total quality management in construction Sector: A system dynamics approach (2022)On the Monitoring of Linear Profiles (2003)The role of measurement reliability in clinical trials (2004)An overview of theory and practice on process capability indices for quality assurance (2008)
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References

  • 1992Introduction to Statistical Quality Control7,842 cited
  • 2001Introduction to Statistical Quality Control770 cited
  • 1988Taguchi techniques for quality engineering : loss function, orthogonal experiments, parameter and tolerance design700 cited
  • 1999Research Issues and Ideas in Statistical Process Control631 cited
  • 1989Economic Statistical Control-Chart Designs With an Application to and R Charts346 cited
  • 1990CUSUM Charts With Variable Sampling Intervals273 cited
  • 1989Economic Statistical Control-Chart Designs with an Application to X and R Charts167 cited
  • 1996Total Quality Management:147 cited
  • 1999Joint X and R Charts with Variable Sample Sizes and Sampling Intervals103 cited
  • 1983Detecting a Shift in Process Average: Tables of the Power Function for X Charts64 cited
  • 2000Joint economic design of x and R charts under Weibull shock models57 cited
  • 2002Optimization design of the charts for monitoring process capability50 cited
  • 1998A Note on Individual and Moving Range Control Charts34 cited
  • 1997Some Perspectives and Challenges for Control Chart Methods30 cited
  • 2006Designs of control charts with optimal manpower deployment20 cited

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  • 2002An economic model for \font\twelveit=cmti10 scaled 1600$\overline{\kern‐0.85ex\hbox{\twelveit X}}$\nopagenumbers\end and R charts with time‐varying parameters20 cited
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    • 2015Economic design of control charts for monitoring batch manufacturing processes8 cited