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Table of Contents
|Foundational ideas in measurement|
|Components of error or uncertainty|
|Foundational ideas in probability and statistics|
|The randomization of systematic errors|
|Beyond the standard confidence interval|
|Evaluation of Uncertainty|
|Evaluation using the linear approximation|
|Evaluation without the linear approximations|
|Uncertainty information fit for purpose|
|Measurement of vectors and functions|
|Why take part in a measurement comparison?|
|An assessment of objective Bayesian methods|
|A guide to the expression of uncertainty in measurement|
|Measurement near a limit - an insoluble problem?|
|Table of Contents provided by Publisher. All Rights Reserved.|