ON THE CONSTRUCTION OF NADEL MULTIPLIER IDEAL SHEAVES AND THE LIMITING BEHAVIOR OF THE RICCI FLOW

In this note we construct Nadel multiplier ideal sheaves using the Ricci flow on Fano manifolds. This extends a result of Phong, Sesum, and Sturm These sheaves, like then counterparts constructed by Nadel for the continuity method, call be used to obtain an existence criterion for Kahler-Einstein metrics.