Specific content
• Purposes and methods of statistical analysis; Statistical characters and classification.
• Absolute, relative and cumulated frequencies; Arrangement and organization of data in tables;
Frequency distributions.
• Main graphical representations: orthograms, circular field diagrams, histograms,
Frequency polygons, dispersion diagrams.
• Central trend indices: arithmetic mean and properties; Harmonic media and geometric mean; Fashion, median and quartili.
• Variability indices: range; Interquartile deviation; Deviance, variance, standard deviation, coefficient of variation. Box-Plot.
• Curves of frequency distributions and shape indices (asymmetry, curtosis). The distribution
Normal.
• Probability: events and probability measures; Additive law and multipoint law; Chance
Conditional Bayes theorem.
• Probability and diagnostic tests: prevalence, incidence, sensitivity, specificity, predictive values, curve R.O.C.
• Diagnostic tests: sensitivity (SE) and specificity (SP) of a test; Positive and negative predictive value (VPP, VPN).
• Sample distribution of an estimator.
• Punctual estimates and interval estimates; Confidence interval (averages, proportions).
• Concept of statistical hypothesis testing: Null hypothesis and alternative hypothesis; I and II error type and the power of a test.
• Association between qualitative characters: The Chi-squared test and the exact Fisher test.
• Statistical tests for the comparison between averages and proportions (test Z and Student T-Test) for independent samples and for dependent samples.
• Simple linear regression (the minimum square line, b estimation, estimation, scomposition of regression variance, other tests on b. Confidence intervals for estimated y, confidence interval for b).
• Linear correlation (Pearson correlation coefficient).
• Multiple linear regression.
• Logistic regression.
• Critical reading of articles related to topics related to the CdS with significant content of biostatistics.