Kahler-Ricci flow on varieties of general type  --  Gabriele LaNave 

<p>The Kahler-Ricci flow on a projective variety of general type
would seem to be suitable for the metric study of the canonical model.
 One runs into problems in finite time if the canonical bundle is not nef,
when the Kaheler-Ricci flow forces to cross the wall separating the big
bundles from the ample ones. We will discuss the state of affairs for
projective surfaces, and indicate some general results for higher
dimensional varieties.