六西格玛
工作流程
西格玛
计算机科学
公制(单位)
可靠性工程
理论(学习稳定性)
事件(粒子物理)
质量(理念)
价值(数学)
度量(数据仓库)
控制(管理)
统计
数据挖掘
数学
物理
人工智能
运营管理
机器学习
工程类
精益制造
量子力学
数据库
作者
Xincen Duan,Elvar Theodorsson,Wei Guo,Tony Badrick
标识
DOI:10.1515/cclm-2024-1380
摘要
Abstract Objectives This paper further explores the Sigma Metric (SM) and its application in clinical chemistry. It discusses the SM, assay stability, and control failure relationship. Content : SM is not a valid measure of assay stability or the likelihood of failure. When an out-of-control event occurs for an assay with a higher SM value, the same QC rule will have greater power to detect error than assays with a lower SM value. Thus, it is easier to prevent errors from happening for higher SM assays. This rationale encourages using more frequent QC events and more QC samples for a QC scheme of a low SM assay or simply more QC cost for low SM assays. A laboratory can have a high-precision instrument that frequently fails and a low-precision instrument that hardly ever fails. Parvin’s patient risk model presumes the bracketed continuous mode (BCM) testing workflow. If overlooked when designing QC schemes, this leads to the common misconception of the SM that one can save the cost of QC since assays with high SM require less frequent QC to ensure patient risk. There is no evidence that an assay’s precision is correlated with its failure rate. Schmidt et al., in a series of papers, showed that an assay with a higher P f or shift in probability will have a higher expected number of unacceptable results. Incorporating P f into the QC design process presents significant challenges despite the proactive quality control (PQC) methodology. Summary Unfortunately, TEa Six Sigma, as widely practiced in Clinical Chemistry, is not based on classical Six Sigma mathematical statistics. Classical Six Sigma would facilitate comparing results across activities where the principles of Six Sigma are employed.
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