what is the condition for having a zero a.s how does the sum of the number of k converge in x_n(omega)? is $x_n(omega)$ a definite integer do omega$ converge to 0 why does $x_n(omega)$ not converge to $0 when do you find that the x_n(omega)$ cannot converg which statement is not sure that $x_n(omega)$ doesn't converge converge n$$ what is x_n(omega)$ what is the function x_n why does $x_n(omega)$ not converge to 0? if $x_n(omega)$ is not converged when does $x_n(omega)$ not converge? does $X_n(omega)$ converge to $0 what is the convergence of $omega> how do you find the convergence of $x_n(omega)$ in this example? why does $x_n(omega)$ not converge to 0a.s does x_n(omega)$ converge to 0 does $x_n(omega)$ converge to $0$ a.s what is the convergent function in math