Guia docente 2012_13
Facultade de CC. Económicas e Empresariais
Grao en Economía
 Subjects
  Estatística: Estatística I
   Contents
Topic Sub-topic
SUBJECT 1. Introduction Concept and object of the Statistics. Stages of a statistical investigation. Descriptive statistics, Theory of the Probability and Statistical Inference. Basic concepts and notations. Quantitative and qualitative variables.
SUBJECT 2. One variable frequency distributions Frequencies of a statistical variable and his properties. Frequency distributions. Graphical representations. Measures of position: mean, mode, median and quantiles. Measures of dispersion: range, variance, standard deviation and coefficient of variation. Moments. Measures of skewness and kurtosis. Boxplots.
SUBJECT 3. Two variables frequency distributions Joint frequency distribution. Marginal and conditional distributions. Statistical independence. Covariance and correlation coefficient. Association between qualitative variables: Pearson chi-square and Cramer's V coefficients.
SUBJECT 4. Probability Random experiment. Sample space and events. Operations with events and his properties. Definitions of probability: classical (rule of Laplace) and frequentist. Probability axioms. Consequences of the axioms. Conditional probability. The multiplication rule. Total probability theorem. Bayes theorem. Independence of events.
SUBJECT 5. One-dimensional random variables Definition. Distribution function. Discrete random variables: probability function and properties. Continuous random variables: density function and properties. Characteristics of a random variable: expected value, mode, median, moments, variance and standard deviation, Tchebychev's inequality.
SUBJECT 6. Special discrete distributions Uniform. Bernoulli. Binomial. Geometric. Negative binomial . Hypergeometric. Poisson.
SUBJECT 7. Special continuous distributions Uniform. Normal. Exponential. Gamma.
SUBJECT 8. Introduction to the two-dimensional random variables Definition. Distribution function. Discrete and continuous variables. Marginal and conditional distributions. Independence of random variables. Covariance and correlation coefficient.
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