Convergence of the K\"ahler-Ricci flow and multiplier ideal sheaves on del Pezzo surfaces

On certain del Pezzo surfaces with large automorphism groups, it is shown that the solution to the K"ahler-Ricci flow with a certain initial value converges in $C^{\mathrm{\infty }}$-norm exponentially fast to a K"ahler-Einstein metric. The proof is based on the method of multiplier ideal sheaves.