Speaker
CARLOS PEON NIETO
(PROFESOR AYUDANTE DOCTOR)
Description
We provide a classification of arbitrary dimensional $(\Lambda>0)$-vacuum metrics corresponding to type II metrics in the Coley et al. classification of Weyl tensors, which also admit a conformal extension with a locally conformally flat boundary. These metrics are found to coincide with a previously known class that generalizes Kerr-de Sitter metrics. To identify both classes, we conduct a detailed analysis of the fall-off behavior of the Weyl tensor and its relation to the asymptotic initial data.
Primary authors
CARLOS PEON NIETO
(PROFESOR AYUDANTE DOCTOR)
Marc Mars
