actually, It is the case for higher values of $a$ A occur more often. However, it is obvious for the parameter b.
But in my case I looking for a proof to that.
This is my way but I not sure if it is the right way to do it
$A(t)$ is $p(t)$, $b$ is $ \beta$ and a is $\omega $
we estimate...
Good morning.
My problem is as follow:
I have an event assuming A. The probability that A occurs at time t is: $$p(t)= e^{-bt}*|\sin(at)|$$. Where a,b are positive parameters.
We divide the time in small step times let's say \delta t= 0.125, Then, we count how many time A occur for $t \in [0...