Hi,
The CDF of a continuous random variable of support S is a bijective function f : S --> [0, 1].
So I expected that Maple would return only one solution when the command solve(f(t)=u, t) assuming u >=0, u <=1
When f(t) is the CDF of a Gamma random variable withparameters (2, 2), Maple returns two different solutions.
Could you explain me where the "spurious" solution (red curve) comes from?