002T Theorem 4.3. [73] On a fixed (X,ω)(X,\omega), there are positive constants α\alpha, CC depending only on X,ωX,\omega, such that ∫Xe−αϕωn≤C,∀ϕ∈PSH(X,ω) with supϕ=0.\int_{X}e^{-\alpha\phi}\omega^{n}\leq C,\quad\forall\phi\in PSH(X,\omega)\text{ with }\sup\phi=0.