I know that $P(Z \leq z)$ is considered the CDF of the random variable $Z$ but is there a term for $P(Z > z)$?
For example, if $Z \sim \mathrm{Exp}[\lambda]$, what is $P(Z>z)$?
I know that $P(Z \leq z)$ is considered the CDF of the random variable $Z$ but is there a term for $P(Z > z)$?
For example, if $Z \sim \mathrm{Exp}[\lambda]$, what is $P(Z>z)$?
As for all $z \in \mathbb{R}$
$$ P(Z \leq z)+P(Z>z)=1 $$
you could call $P(Z>z)$ the "1-complement of the CDF".