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# Biostatistics

 Code 12812 Year 2 Semester S1 ECTS Credits 6 Workload TP(60H) Scientific area Mathematics Entry requirements Integral and Differential Calculus. Mode of delivery Face-to-face. Work placements Not applicable. Learning outcomes To apply strategies of Statistical Inference.At the end of this UC students should be able to: a) identify issues of Biochemistry that can be solved with probability strategies and statistical inference;b) build probabilistic models appropriate to the problems;c) select and apply strategies of Statistical Inference in solving problems. Syllabus 1. Basic concepts of probability1.1 Random Experience, sample space and events 1.2 Classical definition of probability1.3 Axiomatic definition of probability and its consequences1.4 Conditional probability and independence of events2. Real random variables and probability distributions2.1 Real discrete and continuous random variables 2.2 Distribution moments 2.3 Characterization of some discrete and continuous probability distributions2.4 Central Limit Theorem and its applications3. Introduction to statistical inference3.1 Point estimation and estimator properties 3.2 Confidence Intervals3.3 Parametric and non-parametric hypothesis tests Main Bibliography Principal Bibliography:Probabilidades e Estatística para Ciências e Tecnologia.(2016) Esmeralda Gonçalves, Ana Cristina Rosa e Maria Emília Nogueira. Editora Almedina.Complementary Bibliography:Pestana, D. e Velosa, S. (2010). Introdução à probabilidade e à estatística, 4ª Ed., Fundação Calouste Gulbenkian. Cota: I-0.0-00025Ross, S. (2009). Introduction to probability and statistics for engineers and scientists. Amsterdam Elsevier. Cota: F-1.8-01370 (CD) Teaching Methodologies and Assessment Criteria The periodic evaluation consists of two written tests whose mean higher than 9.5 exempts the student from the final evaluation. The final evaluation consists of a written examination. Language Portuguese. Tutorial support is available in English.

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Biochemistry
Last updated on: 2024-01-21

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