Publications of the Geometric Analysis and Gravitation Division

Talk (12)

  1. 761.
    Lechner, C.: Type II Critical Phenomena in a Self-Gravitating Nonlinear $sigma$-Model. AEI Seminar, Albert Einstein Institut, Golm bei Potsdam (2002)
  2. 762.
    Ehlers, J.: Vorlesungen über allgemeine Relativitätstheorie. Physik-Combo der Universitäten Leipzig, Halle, Jena für Doktoranden und Diplomanden, Jena (2002)
  3. 763.
    Rendall, A. D.: When do the Einstein equations lead to simple singularities? Three-city geometric PDE seminar, ETH Zürich (2002)
  4. 764.
    Ehlers, J.: Gravitationslinsen.
  5. 765.
    Junker, W.: Quantum field theory in curved spacetimes and microlocal analysis.
  6. 766.
    Junker, W.: Eine Verallgemeinerung der mikrolokalen Spektrumsbedingung für adiabatische Vakuumzustände.
  7. 767.
    Rendall, A. D.: The Einstein equations from a PDEperspective.
  8. 768.
    Rendall, A. D.: Spatially homogeneous cosmological models with collisionless matter.

Thesis - PhD (6)

  1. 769.
    Thesis - PhD
    Maliborski, M.: Dynamics of Nonlinear Waves on Bounded Domains. Dissertation (2014)
  2. 770.
    Thesis - PhD
    Nungesser, E.: The future of some Bianchi A spacetimes with an ensemble of free falling particles. Dissertation (2012)
  3. 771.
    Thesis - PhD
    Avila, G. A.: Asymptotic staticity and tensor decompositions with fast decay conditions. Dissertation, Universität, Potsdam (2011)
  4. 772.
    Thesis - PhD
    Dain, S.: Regular asymptotically flat initial data. Dissertation, Cordoba (1999)
  5. 773.
    Thesis - PhD
    Huisken, G.: Reguläre Kapillarflächen in negativen Gravitationsfeldern. Dissertation, 45 pp., Universität Heidelberg, Heidelberg, Germany (1983)
  6. 774.
    Thesis - PhD
    Ehlers, J.: Konstruktionen und Charakterisierungen von Lösungen der Einsteinschen Gravitationsfeldgleichungen. Dissertation, Hamburg, Hamburg, Germany (1958)

Thesis - Habilitation (2)

  1. 775.
    Thesis - Habilitation
    Rinne, O.: Numerical and analytical methods for asymptotically flat spacetimes. Habilitation (2014)
  2. 776.
    Thesis - Habilitation
    Huisken, G.: Hypersurfaces in Riemannian manifolds moving by their mean curvature. Habilitation, 60 pp., Universität Heidelberg, Heidelberg, Germany (1985)

Working Paper (18)

  1. 777.
    Working Paper
    Joudioux, J.: Hörmander's method for the characteristic Cauchy problem and conformal scattering for a non linear wave equation. (2019)
  2. 778.
    Working Paper
    Joudioux, J.; Thaller , M.; Kroon , J. A. V.: The Conformal Einstein Field Equations with Massless Vlasov Matter. (2019)
  3. 779.
    Working Paper
    Andersson, L.; Bäckdahl, T.; Blue, P.; Ma, S.: Stability for linearized gravity on the Kerr spacetime. (2019)
  4. 780.
    Working Paper
    Andersson, L.; Fajman, D.: Nonlinear stability of the Milne model with matter. (submitted)
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