Convergence in distribution of order statistic random variables with uniform distribution. [closed]
$F_{X_1} (x)=0$ if $x \leq 0$. $F_{X_1} (x) \to 1$ for $ x> 0$. So the limiting CDF is exactly the CDF of the zero random variable.
Convergence in distribution of order statistic random variables with uniform distribution. [closed]
$F_{X_1} (x)=0$ if $x \leq 0$. $F_{X_1} (x) \to 1$ for $ x> 0$. So the limiting CDF is exactly the CDF of the zero random variable.