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On the Most Economical Sample Size for Controlling the Mean of a Population
2 references·8 citing·36 second hop
On the Most Economical Sample Size for Controlling the Mean of a Population (1952)On the Most Economical Sample Size for Co…Determination of Sample Sizes for Setting Tolerance Limits (1941)Determination of Sample Sizes…Economic Control of Quality of Manufactured Product. (1932)Economic Control of Quality o…Optimization design of control charts: A systematic review (2024)Optimization design of contro…Statistical Merits and Economic Evaluation of T2 Control Charts with the VSSC Scheme (2011)Statistical Merits and Econom…Multi-objective economic statistical design of X-bar control chart considering Taguchi loss function (2011)Multi-objective economic stat…On the advantages of economically designed the Hotelling’s T2 control chart with variable sample sizes and sampling intervals (2010)On the advantages of economic…Statistical Process Control Scheme Design (1995)Statistical Process Control S…Optimum Sample Size and Sampling Interval for Controlling the Mean of Non-Normal Variables (1971)Optimum Sample Size and Sampl…Control Charts for the Mean of a Normal Population (1954)Control Charts for the Mean o…A New Type of Control Chart Limits for Means, Ranges, and Sequential Runs (1954)A New Type of Control Chart L…Multivariate Quality Control-illustrated by the air testing of sample bombsights (1947)The Economic Design of X Charts Used to Maintain Current Control of a Process (1956)The Economic Design of Control Charts: A Review and Literature Survey (1980)The variable parameters T $$^{2}$$ 2 chart with run rules (2013)The robust economic statistical design of the Hotelling'sT2chart (2016)A review of multivariate control charts (1995)Research Issues and Ideas in Statistical Process Control (1999)Statistical Method from the Viewpoint of Quality Control. (1940)Out of the Crisis (1982)Introduction to Statistical Quality Control (1992)Economic Design of Exponentially Weighted Moving Average Control Chart Based on Measurement Error Using Genetic Algorithm (2013)Multi-objective design of X¯ control charts with fuzzy process parameters using the hybrid epsilon constraint PSO (2015)A New Attribute Control Chart Using Multiple Dependent State Repetitive Sampling (2017)The Use of Runs to Control the Mean in Quality Control (1953)An expanded case against synthetic‐type control charts (2022)Statistical methods in quality control (1957)An Algorithm for the Determination of the Economic Design of -Charts Based on Duncan's Model (1968)The Economic Design of Continuous Inspection Procedures: A Review Paper (1973)On the estimation of data parameters for economic optimum 135-1135-1135-1-Charts (1976)The joint economic‐statistical design of X and R charts for nonnormal data (2010)Economic control of quality of manufactured product (1932)Designs of control charts with optimal manpower deployment (2006)The cost minimization and manpower deployment to SPC in a multistage manufacturing system (2006)Adaptive EWMA control charts with time-varying smoothing parameter (2017)Quality Control and Industrial Statistics. (1967)Economic design of ?? andR charts under Weibull shock models (2000)Steady-state average run length(s): Methodology, formulas, and numerics (2021)CONTINUOUS INSPECTION SCHEMES (1954)Introduction to Statistical Quality Control (1987)Shewhart-EWMA chart for monitoring binomial data subject to shifts of random amounts (2024)Verbal and spatial immediate memory span: Normative data from 1355 adults and 1112 children (1987)Composite neuropsychological batteries and demographic correction: Standardization based on equivalent scores, with a review of Published Data (1997)Forward and backward span for verbal and visuo-spatial data: standardization and normative data from an Italian adult population (2012)Procedures for Reacting to a Change in Distribution (1971)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)
this work references cited by second hop

References

  • 1932Economic Control of Quality of Manufactured Product.3,069 cited
  • 1941Determination of Sample Sizes for Setting Tolerance Limits854 cited

Cited by

  • 2011Multi-objective economic statistical design of X-bar control chart considering Taguchi loss function45 cited
  • 1954Control Charts for the Mean of a Normal Population45 cited
  • 1995Statistical Process Control Scheme Design27 cited
  • 1971Optimum Sample Size and Sampling Interval for Controlling the Mean of Non-Normal Variables19 cited
  • 1954A New Type of Control Chart Limits for Means, Ranges, and Sequential Runs18 cited
  • 2010On the advantages of economically designed the Hotelling’s T2 control chart with variable sample sizes and sampling intervals13 cited
  • 2011Statistical Merits and Economic Evaluation of T2 Control Charts with the VSSC Scheme13 cited
  • 2024Optimization design of control charts: A systematic review11 cited

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