Descriptive statistics and statistical inference. Probability.
Discrete distribution of random variables. Mean, variance, standard deviation.
Continuous distribution, mean, variance, standard deviation, quantiles.
Exponential, normal, log-normal distribution.
Random vectors, dependence of random variables, correlation.
Mean, variance of linear combination of random variables. Two-dimensional normal distribution.
Statistical inference, point and interval estimation of parameters of distribution. Linear regression.
Introduction to probability and statistics with applications, combinatorics, random variables, probability distributions (with emphasis to distributions used in hydrology), Bayesian inference, inferential statistics, estimation of parameters, hypothesis testing, and linear regression.
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