Publikationen der Abteilung Geometrische Analysis und Gravitation

Buch (14)

  1. 601.
    Ehlers, J.; Jordan, P.; Kundt, W.: Strenge Lösungen der Feldgleichungen der allgemeinen Relativitätstheorie. Verlag der Akademie der Wissenschaften und der Literatur in Mainz, Wiesbaden, Germany (1960), 1000 S.

Buchkapitel (98)

  1. 602.
    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)
  2. 603.
    Andersson, L.: Self-gravitating elastic bodies. In: Equations of Motion in Relativistic Gravity (Fundamental Theories of Physics, 179), Bd. 179, S. 543 - 559 (Hg. Pützfeld, D.). Springer, Heidelberg u.a. (2015)
  3. 604.
    Andersson, L.: Cosmological models and stability. In: General Relativity, Cosmology and Astrophysics: Perspectives 100 years after Einstein's stay in Prague (Fundamental Theories of Physics, 177), S. 277 - 303 (Hg. Bičák,, J.; Ledvinka, T.). Springer, Heidelberg u.a. (2015)
  4. 605.
    Friedrich, H.: Geometric Asymptotics and Beyond. In: One hundred years of general relativity (Surveys in Differential Geometry, 20), Bd. 20, S. 37 - 74 (Hg. Bieri, L.). International Press, Boston (2015)
  5. 606.
    Metzger, J.: Surfaces with maximal constant mean curvature. In: Constant Mean Curvature Surfaces with Boundary. Springer Monographs in Mathematics, 13, S. 13 - 36 (2013)
  6. 607.
    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)
  7. 608.
    Andersson, L.: Stability of doubly warped product spacetimes. In: New Trends in Mathematical Physics, S. 23 - 32 (Hg. Sidoravičius, V.). Springer Netherlands (2009)
  8. 609.
    Friedrich, H.: The local evolution problem for Einsteins field equations. In: Modern Encyclopedia of Mathematical Physics (Hg. Irina Aref'eva, I.; Sternheimer, D.). Springer (2009)
  9. 610.
    Ehlers, J.: General Relativity. In: Approaches to Fundamental Physics: An Assessment of Current Theoretical Ideas, S. 91 - 104. Springer, Berlin (2007)
  10. 611.
    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)
  11. 612.
    Bicak, J.: Einstein Equations: Exact Solutions. In: Encyclopedia of Mathematical Physics Vol.2, S. 165 - 173 (Hg. Francoise, J.-P.; Naber, G.; Tsun, T.S.). Elsevier, Oxford (2006)
  12. 613.
    Dain, S.: Elliptic systems. In: Analytical and Numerical Approaches to Mathematical Relativity, S. 117 - 140 (Hg. Frauendiener, J.; Giulini, D. J.W.; Perlick, V.). Springer, Berlin u.a (2006)
  13. 614.
    Ehlers, J.: Foundations of Special Relativity Theory. In: Special Relativity: Will it Survive the Next 101 Years?, S. 35 - 44. Springer, Berlin (2006)
  14. 615.
    Ehlers, J.: The Newtonian limit of general relativity. In: Encyclopedia of mathematical physics, Bd. 3 [I-O], S. 503 - 508 (Hg. Françoise, J.-P.). Elsevier/Academic Press, Amsterdam [u.a.] (2006)
  15. 616.
    Ehlers, J.: Physikalische Erkenntnis, dargestellt am Beispiel des Übergangs von Newtons Raumzeit zu Einsteins spezieller Relativitätstheorie. In: Die Kultur moderner Wissenschaft am Beispiel Albert Einstein, S. 1 - 16 (Hg. Balsinger, P. W.; Kötter, R.). Elsevier, Spektrum Akademie Verlag, München, Germany (2006)
  16. 617.
    Rendall, A. D.: Mathematical properties of cosmological models with accelerated expansion. In: Analytical and Numerical Approaches to Mathematical Relativity, S. 141 - 156 (Hg. Frauendiener, J.; Giulini, D. J.W.; Perlick, V.). Springer, Berlin u.a (2006)
  17. 618.
    Ehlers, J.: Der Zeitbegriff in Einsteins Relativitätstheorien. In: Albert Einstein: Genie, Visionär und Legende, S. 79 - 91 (Hg. Steiner, F.). Springer, Berlin, Heidelberg (2005)
  18. 619.
    Rendall, A. D.: The nature of spacetime singularities. In: 100 Years of Relativity - Space-Time Structure: Einstein and Beyond, S. 76 - 92 (Hg. Ashtekar, A.). World Scientific, Singapore u.a. (2005)
  19. 620.
    Friedrich, H.: Smoothness at null infinity and structure of initial data. In: The Einstein Equations and the Large Scale Behaviour of Gravitational Fields, S. 121 - 203 (Hg. Chrusciel, P. T.; Friedrich, H.). Birkhaeuser, Bostaton, Basel, Berlin (2004)
 
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