| Popis: |
In the previous chapters single random variables have been discussed in continuous, discrete, and mixed forms based on the probability functions. It is also possible to define multiple random variables in a probability space. In that case, the probability functions are defined using \( n \) random variables, where \( n \ge 2 \). The probability functions in \( \mathbb {R} \) (i.e. a line) for the single random variables, they works on \( \mathbb {R}^{2} \) (i.e. a plane) for the two-random variables, and so on. |
