Understanding the new statistics : effect sizes, confidence intervals, and meta-analysis / Cumming

Type I and Type II Errors -- Confidence Intervals -- Review of Key Concepts: Strength of the Effect

-- Using a sample mean or proportion to talk about a population : confidence intervals -- Using multiple

of central tendency and dispersion -- The theoretical basis of sampling -- Confidence intervals and

Intervals -- 4.2.1.Confidence Intervals for Difference in Means -- 4.2.2.Confidence Interval for Difference

Estimators -- B.2.1.Confidence Intervals and Confidence Regions -- B.2.2.Nonparametric Prediction Interval

Intervals -- Factors That Influence Reliability -- Test Length -- Homogeneity -- Test-Retest Interval

-- 8.4.5.Confidence Intervals about Parameter Estimates -- 8.4.6.Two-Tailed Hypothesis Tests^^^^

characteristic functions -- Central limit theorem -- Asymptotic confidence intervals -- Berry-Esseen's theorem

.Asymptotic confidence intervals -- 5.8.Asymptotically normal consistency of the MLE, Wald's confidence

.Interpreting errors -- 9.6.4.Error inspection -- 9.7.Confidence intervals -- 9.7.1.Population and sample

Fundamental Concepts -- 6. Confidence Intervals -- 7. Hypothesis Testing with a Single Sample Mean -- 8