| Lehrinhalte | 
                      (*)Concepts of statistical inference point estimation: criteria for point estimates (unbiasedness, efficiency, sufficiency, asymptotic properties, parametric delta method), maximum likelihood estimates, EM algorithm
statistical testing: basic concepts,  Lemma of Neyman-Pearson, uniformly most powerful tests, test construction (likelihood ratio test, Wald test, score test)
 
confidence intervals: definition, criteria, duality: testing - interval estimation
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