The singularity of the canonical model of compact Kähler manifolds (Q579347)

Let X be a compact Kähler manifold whose canonical ring \({\mathcal R}:=\oplus _{m\geq 0}H^ 0(X,{\mathcal O}_ x(mK_ x))\quad is\) finitely generated. Then there exists an effective \({\mathbb{Q}}\)-divisor \(\Delta\) on \(S:=\Pr oj {\mathcal R}\) such that (S,\(\Delta)\) is log-terminal.