# Existence and uniqueness of Green's function to a nonlinear Yamabe problem

Speaker:
Luc Nguyen (Oxford)
Date/Time:
Wed, 06/12/2017 - 16:00
Room:
W316
Seminar series:

For a given finite subset \$S\$ of a compact Riemannian manifold \$(M,g)\$ whose Schouten curvature tensor belongs to a given cone, we prove the existence and uniqueness of a conformal metric on \$M \setminus S\$ such that each point of \$S\$ corresponds to an asymptotically flat end and that the Schouten tensor of the new conformal metric belongs to the boundary of the given cone. Joint work with Yanyan Li.