Theses Doctoral

The linear stability of the Schwarzschild spacetime in the harmonic gauge: odd part

Hung, Pei-Ken

In this thesis, we study the odd solution of the linearlized Einstein equation on the Schwarzschild background and in the harmonic gauge. With the aid of Regge-Wheeler quantities, we are able to estimate the odd part of Lichnerowicz d'Alembertian equation. In particular, we prove the solution decays to a linearlized Kerr solution except for the angular mode l=2.


  • thumnail for Hung_columbia_0054D_14580.pdf Hung_columbia_0054D_14580.pdf application/pdf 491 KB Download File

More About This Work

Academic Units
Thesis Advisors
Wang, Mu-Tao
Brendle, Simon
Ph.D., Columbia University
Published Here
May 14, 2018