Abstract: The main purpose is to investigate the size of the base locus of the bundle of jet differentials over projective varieties of "general type". The main techniques are (1) a Schwarz Lemma of for jet differentials and (2) a "moving Lemma" for holomorphic liftings of entire holomorphic curves $f : \mathbf{C} \to M$. These reults are obtained via the Oka-Grauert-Principle for holomorphic jet bundles. The information on the size of the base locus will be used to establish results in hyperbolic geometry.

Notes: Attached here is a brief outline of P.-M. Wong's talk. Whomever would like to take an advance look are welcome to it.