Package: tTOlr 0.2.3

Introduction | Basic properties of $p$-values | Wear comparison for two shoe materials | What $p$-values do not, and cannot, provide | Strategies for the use of $p$-values | A binary choice is not always appropriate. | One experiment may not, on its own, be enough | Small differences may be of no interest | Effectiveness of soporofic drugs | A test that sets $\mu$ = 0.8 hours as the baseline | Likelihood ratio and false positive risk | What is the definitive question? | Density curves, under the NULL, and under the alternative | Maximum likelihood ratio versus $p$-value | False positive risk versus $p$-value | Power -- how well does a planned experiment discriminate? | The power of a $t$ or other statistical test | False positive risk, when $\alpha$ is used as cutoff | What choices of cutoff $\alpha$, and of power, make sense? | How should results be reported? | Further reading and references | References

References