September 2017
Beginner to intermediate
412 pages
8h 55m
English
A multivariate probability distribution function is one that is induced by several variables. It is also called a joint probability function.
For a simple example, take the two (six-sided) dice experiment again. But this time, suppose that one die is red and the other is green. Let X be the number that comes up on the red die and Y be the number on the green die. These are two random variables, each ranging from 1 to 6. Their probability distribution is a function of those two variables:
For example:
You can see that this probability ...
Read now
Unlock full access