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Data Gallery |
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| Representative Collection of NIST and NIST-Like Data Sets |
To illustrate the Bayesian method in action, we present a
representative collection of NIST and NIST-like data sets,
and illustrate the effect of various expertise-driven prior
distributions on the posterior distribution and on the final
scientific/engineering quantity of interest.
In particular, select a data set of your choice to see how three different prior distributions:
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| Univariate Location, Linear Calibration |
(Univariate Location Estimation) |
(Linear Calibration) |
| Errors in Variables, 2-Lab Consensus Value |
(Errors-in-Variables Regression) |
(2-Lab Consensus Value) |
| K-Lab Consensus Value |
(k-Lab Consensus Value) |
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Date created: 9/21/2001 |
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