Publikationen des Albert-Einstein-Instituts in Potsdam-Golm

Zeitschriftenartikel (90)

  1. 81.
    Ringström, H.: The future asymptotics of Bianchi VIII vacuum solutions. Classical and Quantum Gravity 18, S. 3791 - 3823 (2001)
  2. 82.
    Sahlmann, H.; Thiemann, T.; Winkler, O.: Coherent States for Canonical Quantum General Relativity and the Infinite Tensor Product Extension. Nuclear Physics B 606, S. 401 - 440 (2001)
  3. 83.
    Sahlmann, H.; Verch, R.: Microlocal spectrum condition and Hadamard form for vector-valued quantum fields in curved spacetime. Reviews in Mathematical Physics 13, S. 1203 - 1246 (2001)
  4. 84.
    Sintes, A. M.; Benoit, P. M.; Coley, A. A.: Infinite Kinematic Self-Similarity and Perfect Fluid Spacetimes. General Relativity and Gravitation 33, S. 1863 - 1895 (2001)
  5. 85.
    Thiemann, T.; Winkler, O.: Gauge field theory coherent states (GCS): II. Peakedness properties. Classical and Quantum Gravity 18, S. 2561 - 2636 (2001)
  6. 86.
    Thiemann, T.; Winkler, O.: Gauge field theory coherent states (GCS): III. Ehrenfest theorems. Classical and Quantum Gravity 18, S. 4629 - 4681 (2001)
  7. 87.
    Thiemann, T.; Winkler, O.: Gauge field theory coherent states (GCS): IV. Infinite tensor product and thermodynamical limit. Classical and Quantum Gravity 18, S. 4997 - 5053 (2001)
  8. 88.
    Thiemann, T.: Introduction to Modern Canonical Quantum General Relativity. Living Reviews in Relativity (2001)
  9. 89.
    Valiente-Kroon, J. A.: Can one detect a non-smooth null infinity? Classical and Quantum Gravity 18, S. 4311 - 4316 (2001)
  10. 90.
    Winicour, J.: Characteristic Evolution and Matching. Living Reviews in Relativity 3 (2001)

Buch (1)

  1. 91.
    Born, M.; Ehlers, J.; Pössel, M.: Die Relativitätstheorie Einsteins / Max Born. Springer, Berlin u.a. (2001), 470 S.

Buchkapitel (7)

  1. 92.
    Ehlers, J.: General Relativity and Gravitation. In: Encyclopedia of Astronomy and Astrophysics Vol.2, S. 966 - 971. Macmillan Publishers Ltd., London (2001)
  2. 93.
    Ehlers, J.: Vorwort zur deutschen Ausgabe von Einsteins Annus mirabilis. In: Einsteins Annus mirabilis: fünf Schriften, die die Welt der Physik revolutionierten, S. 15 - 24 (Hg. Stachel, J.). Rowohlt Taschenbuch Verl., Reinbek bei Hamburg (2001)
  3. 94.
    Huisken, G.: Evolution Equations in Geometry. In: Mathematics Unlimited - 2001 and Beyond, S. 593 - 604 (Hg. Engquist, B.; Schmid, W.). Springer, Berlin (2001)
  4. 95.
    Jürgen, E.; Pössel, M.: Neuere Entwicklungen der relativistischen Physik. In: Die Relativitätstheorie Einsteins., S. 325 - 470 (Hg. Pössel, M.). Springer, Berlin (2001)
  5. 96.
    Nicolai, H.; Nagar, A.: Infinite-dimensional symmetries in gravity. In: Gravitational Waves, S. 243 - 279 (Hg. Ciufolini, I.; Gorini, V.; Moschella, U.; Fré, P.). Institute of Physics, Bristol (2001)
  6. 97.
    Schutz, B. F.: Gravitational Radiation. In: Encyclopedia of Astronomy and Astrophysics, Bd. Vol 2, S. 1030 - 1042 (Hg. Murdin, P.). Institute of Physics Publishing / Nature Publishing Group, Bristol, Philadelphia, London u.a. (2001)
  7. 98.
    Schutz, B. F.; Ricci, F.: Gravitational Waves, Sources and Detectors. In: Gravitational Waves (Hg. Ciufolini, I.; Gorini, V.; Moschella, U.; Fré, P.). Institute of Physics, Bristol (2001)

Konferenzband (1)

  1. 99.
    Einstein’s Theory of Spacetime and Gravity. Mathematics and the 21st century, Cairo, Egypt, 15. Januar 2000 - 20. Januar 2000. World Scientific, Singapore (2001), 41-52 S.

Konferenzbeitrag (17)

  1. 100.
    Lousto, C. O.: Towards the solution of the relativistic gravitational radiation reaction problem for binary black holes. 3rd LISA Symposium, Max-Planck-Institut fuer Gravitationsphysik Golm, Germany, 11. Juli 2000 - 14. Juli 2000. Classical and Quantum Gravity 18 (19), (2001)
 
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