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Pt. 1 | Critical review and outline of the Bayesian alternative | 1 |
1 | Uncertainty in physics and the usual methods of handling it | 3 |
2 | A probabilistic theory of measurement uncertainty | 25 |
Pt. 2 | A Bayesian primer | 49 |
3 | Subjective probability and Bayes' theorem | 51 |
4 | Probability distributions (a concise reminder) | 89 |
5 | Bayesian inference of continuous quantities | 115 |
6 | Gaussian likelihood | 123 |
7 | Counting experiments | 141 |
8 | Bypassing Bayes' theorem for routine applications | 169 |
9 | Bayesian unfolding | 203 |
Pt. 3 | Further comments, examples and applications | 209 |
10 | Miscellanea on general issues in probability and inference | 211 |
11 | Combination of experimental results: a closer look | 247 |
12 | Asymmetric uncertainties and nonlinear propagation | 267 |
13 | Which priors for frontier physics? | 285 |
Pt. 4 | Conclusion | 305 |
14 | Conclusions and bibliography | 307 |
Bibliography | 313 | |
Index | 325 |
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