Publikationen von Lars Andersson

Andersson, L.; Bäckdahl, T.; Blue, P.: Spin geometry and conservation laws in the Kerr spacetime. In: One hundred years of general relativity (Surveys in Differential Geometry, 20), Bd. 20, S. 183 - 226 (Hg. Bieri, L.). International Press, Boston (2015)

Andersson, L.; Eichmair, M.; Metzger, J.: Jang's equation and its applications to marginally trapped surfaces. In: Complex Analysis and Dynamical Systems IV: General relativity, geometry, and PDE (Contemporary Mathematics, 554), Bd. 554, S. 13 - 46 (2011)

Andersson, L.: Stability of doubly warped product spacetimes. In: New Trends in Mathematical Physics, S. 23 - 32 (Hg. Sidoravičius, V.). Springer Netherlands (2009)

Andersson, L.: Geometric Analysis and General Relativity. In: Encyclopedia of Mathematical Physics Vol. 2, S. 503 - 509 (Hg. Françoise, J.-P.; Naber, G.; Tsun Tsou, S.). Academic Press, Oxford u.a. (2006)

Andersson, L.: The trapped region. Spanish Relativity Meeting 2008, Salamanca (Spain), 15. September 2008 - 19. September 2008. AIP Conference Proceedings 1122, S. 3 - 11 (2009)

Aksteiner, S.; Andersson, L.: Gravitational Instantons and special geometry. (2022)

Andersson, L.; Kapitanski , L.: Cauchy Problem for Incompressible Neo-Hookean materials. (2021)

Zhang, H.; Andersson, L.: On the rough solutions of 3D compressible Euler equations: an alternative proof. (2021)

Andersson, L.; Blue, P.; Wyatt, Z.; Yau, S.-T.: Global stability of spacetimes with supersymmetric compactifications. (2020)

Andersson, L.; Korzyński, M.: Variational principle for the Einstein-Vlasov equations. (2019)

Oancea , M. A.; Paganini, C. F.; Joudioux, J.; Andersson, L.: An overview of the gravitational spin Hall effect. (2019)

Aghapour, S.; Andersson, L.; Rosquist, K.: The Zilch Electromagnetic Conservation Law in Variational Characteristic Form. (2019)

Andersson, L.; Bäckdahl, T.; Blue, P.; Ma, S.: Stability for linearized gravity on the Kerr spacetime. (2019)

Shah, A. G.; Whiting, B. F.; Aksteiner, S.; Andersson, L.; Bäckdahl, T.: Gauge-invariant perturbations of Schwarzschild spacetime. (2016)