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• Exploratory Data Analysis
• Designed Experiments • Interrelationship Digraphs • Study Cause and Effect • Analyze Common Cause Variation • Process Improvement • Process Capability Indices • Rosen Yield Example • Hoerl-Snee Strategy • Is–Is Not Analysis • Cause and Effect Diagram • Pareto Chart • Flowchart • Special Cause • Basic Concepts • History • Six Sigma
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Statistical Thinking to Improve Quality
This blog examines the use of data analyses and statistical tools in a framework of statistical thinking to improve quality. The following principles form the basis for statistical thinking:
* All work occurs in a system of interconnected processes, * Variation exists in all processes, and * Understanding and reducing variation are keys to success. Statistical thinking significantly improves the effectiveness of data analyses and statistical tools.
Analyze Common-Cause Variation Examples (Disaggregation)
Posted by:
Gordon Clark on
October 29, 2009 at
6:00PM CST
This posting gives two additional examples illustrating the Analyze Common-Cause Variation step, step 6, in the Hoerl-Snee process improvement strategy. Refer to the posting on 5/18/2008 for a description of this step. Both examples include disaggregation as a tool. · Disaggregation – Stratification. The posting on 2/18/2008 describes statistical thinking by a Midwest manufacturing firm to reduce waiting times by customers. The company’s goal was to have 95% of incoming customer calls answered by a customer service representative in less than 2 minutes. Based on a process flowchart, team collected service time data for each step in the process. That is disaggregation. The team also collected data for estimating the distribution of incoming calls by time of the day. That is stratification by the time of day. They used these data as inputs to a simulation of the call answering process. They used the simulation construct staffing levels by the hour of the day. The construction and use of the simulation illustrates step 7, Study Cause & Effect.
Send This | Categories: Analyze Common Cause Variation
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