I checked and found trivially mean not important or insignificant. In mathematics, when the proof condition is written "is trivially met", what does it mean? Why we have to proof the function that is insignificantly equal?
For example (from the paper I am reading),
Proof. The condition G(h|h) = C(h) is trivially met. The criterion C(h) may be written as $$C(h) = Σ_fC_f(h) $$