Suchergebnisse

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)

Ehlers, J.: Newtonian Limit of General Relativity. In: Encyclopedia of Mathematical Physics, Second Edition: Volumes 1, S. 418 - 424 (2006)

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)

Russell, M.; Novotny, J.; Wehrens, O.: The Grid Portlets web application: A Grid portal framework. In: Parallel Processing and Applied Mathematics, Bd. 3911, S. 691 - 698 (Hg. Wyrzykowski, R.; Dongarra, J.; Meyer, N.; Wasniewski, J.). Springer-Verlag, Berlin (2006)

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)

Bojowald, M.: Loop Quantum Cosmology. In: 100 Years of Relativity, Space-time Structure: Einstein and Beyond, S. 382 - 414 (Hg. Ashtekar, A.). World Scientific, Singapore u.a. (2005)

Damour, T.; Henneaux, M.; Nicolai, H.: Billiard Dynamics of Einstein-Matter Systems Near a Spacelike Singularity. In: Lectures on Quantum Gravity, S. 207 - 247 (Hg. Gomberoff, A.; Marolf, D.). Springer, Berlin, New York (2005)

Ehlers, J.: Der Zeitbegriff in Einsteins Relativitätstheorien. In: Albert Einstein: Genie, Visionär und Legende, S. 79 - 91 (Hg. Steiner, F.). Springer, Berlin, Heidelberg (2005)

Font, A.; Theisen, S.: Introduction to String Compactification. In: Geometric and Topological Methods for Quantum Field Theory, S. 101 - 181. Springer, Berlin / Heidelberg (2005)

Nicolai, H.: Gravitational Billiards, Dualities and Hidden Symmetries. In: 100 Years of Relativity Spacetime Structure: Einstein and Beyond, S. 39 - 75 (Hg. Ashtekar, A.). World Scientific, Singapore (2005)

Allen, G.; Seidel, E.: Astrophysics Requirements and Experiences. In: The Grid: Blueprint for a New Computing Infrastructure, S. 201 - 213 (Hg. Foster, I.; Kesselmann, C.). Morgan Kaufmann, San Francisco (2004)

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)

Allen, G.; Goodale, T.; Russell, M.; Seidel, E.; Shalf, J.: Classifying and enabling Grid Applications. In: Grid computing: making the global infrastructure a reality, S. 601 - 614. Wiley, Chichester (2003)

Deelman, E.; Blythe, J.; Gil, Y.; Kesselman, C.; Koranda, S.; Lazzarini, A.; Mehta, G.; Papa, M. A.; Vahi, K.: Pegasus and the pulsar search: From metadata to execution on the grid. In: Parallel Processing and Applied Mathematics, S. 821 - 830. Springer Verlag, Berlin (2003)

Ehlers, J.: Gravitational Lensing from a Spacetime Perspective. In: Revisiting the foundations of relativistic physics: festschrift in honor of John Stachel, S. 281 - 304 (Hg. Ashtekar, A.). Kluwer Academic, Dordrecht ; Boston [u.a.] (2003)

Ehlers, J.: In Memory of Peter G. Bergmann. In: Texas in Tuscany: XXI symposium on relativistic astrophysics, Florence, Italy, 9 - 13 December 2002 / eds.:, S. 13 - 14 (Hg. Bandiera, R.; Maiolino, R.; Mannucci, F.). World Scientific, Singapore [u.a.] (2003)

Nicolai, H.: Supersymmetry, Kähler geometry and beyond. In: Mathematische Werke = Mathematical Works, S. 907 - 916 (Hg. Berndt, R.; Riemenschneider, O.). Walter de Gruyter, Berlin, New York (2003)

Thiemann, T.: Lectures on Loop Quantum Gravity. In: Quantum Gravity: From Theory to Experimental Search, S. 41 - 135 (Hg. Giulini, D. J.W.; Kiefer, C.; Lämmerzahl, C.). Springer, Berlin (2003)

Butscher, A.: Exploring the Conformal Constraint Equations. In: The conformal structure of space time: geometry, analysis, numerics, S. 195 - 222 (Hg. Frauendiener, J.; Friedrich, H.). Springer, Berlin [u.a.] (2002)

Dain, S.: Asymptotically flat and regular Cauchy data. In: The conformal structure of space time: geometry, analysis, numerics, S. 161 - 181 (Hg. Frauendiener, J.; Friedrich, H.). Springer, Lecture Notes in Physics, Berlin u.a. (2002)