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Assistant Professor - Cunef Universidad
Quantitative Economics/Methods
Mathematical Economics
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Syllabus
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Ch. 1 - Descriptive statistics: Representation of data, Measures of centrality, dispersion, and comovement between variables
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Ch. 2 - Set and probability theory: Set operations, Set identities, Probability, Bayes Theorem
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Ch. 3 - Discrete random variables: Probability distribution, Moments, Bernoulli r.v., Binomial r.v., Poisson r.v.
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Ch. 4 - Continous Random Variables: Distribution and density functions, Moments, Uniform r.v., Normal r.v.
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Ch. 5 - Estimators + Confidence Intervals: Definition and properties of estimators (Unbiasedness, Efficiency, Asymptotical unbiasedness, Consistency), The central limit theorem, The law of large numbers, Confidence intervals
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Ch. 6 - Hypothesis testing: Test statistics, Significance level, Test power, P-values, Applications (Two-sided hypothesis test of the population mean, One-sided hypothesis test of the population mean, Hypothesis test of a difference in population means)
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Ch. 7 - Linear Regression: OLS estimators, Unbiasedness, Consistency, The Gauss-Markov theorem, Goodness of fit, Hypothesis testing of regression parameters
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Tutorials: ps1, ps2, ps3, ps4, ps5
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A primer in R
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