In measurement system analysis (MSA) the assessment of the measurement system’s precision is a very relevant topic as it allows to evaluate the capability of the easurement system. The standard method generally proposed to estimate the precision in this context is the gauge repeatability and reproducibility method (GR&R). For continuous output this method has received substantial attention both in the statistical literature and in the international standards. On the contrary, few studies are available to investigate the capability of the easurement system when output data are categorical, despite their wide application e.g. in industry, applied metrology and quality assurance. In our presentation, we are going to present a new procedure based on a mixture model to evaluate measurement error for ordinal data.
Deldossi, L., Zappa, D., MSA for bounded ordinal data: a new approach, Contributed paper, in ENBIS – IMEKO TC21 Workshop on Measurement Systems and Process Improvement 2010, (Teddington, Sussex, UK, 19-20 April 2010), IMEKO Secretariat, Budapest 2010: 588-591 [https://hdl.handle.net/10807/21403]
MSA for bounded ordinal data: a new approach
Deldossi, Laura;Zappa, Diego
2010
Abstract
In measurement system analysis (MSA) the assessment of the measurement system’s precision is a very relevant topic as it allows to evaluate the capability of the easurement system. The standard method generally proposed to estimate the precision in this context is the gauge repeatability and reproducibility method (GR&R). For continuous output this method has received substantial attention both in the statistical literature and in the international standards. On the contrary, few studies are available to investigate the capability of the easurement system when output data are categorical, despite their wide application e.g. in industry, applied metrology and quality assurance. In our presentation, we are going to present a new procedure based on a mixture model to evaluate measurement error for ordinal data.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.