Publikationen des Albert-Einstein-Instituts in Potsdam-Golm

Zeitschriftenartikel (2971)

  1. 2961.
    Punzi, R.; Schuller, F. P.; Wohlfarth, M. N. R.: Light clocks in strong gravitational fields.
  2. 2962.
    Saez Trumper, M.: Existence of a solution to a vector-valued Ginzburg-Landau equation with a three well potential. Indiana University Mathematical Journal
  3. 2963.
    Sever, A.; Vieira, P.: Symmetries of the N=4 SYM S-matrix.
  4. 2964.
    Szpak, N.: Quasinormal mode expansion and the exact solution of the Cauchy problem for wave equations.
  5. 2965.
    Szpak, N.: Weighted-L∞ and pointwise space-time decay estimates for wave equations with potentials and initial data of low regularity. Journal of Hyperbolic Differential Equations
  6. 2966.
    Szpak, N.: Simple proof of a useful pointwise estimate for the wave equation. Letters in Mathematical Physics
  7. 2967.
    Thiemann, T.: Solving the Problem of Time in General Relativity and Cosmology with Phantoms and k -- Essence.
  8. 2968.
    Varela, O.: Lifshitz geometries in M-Theory.
  9. 2969.
    Wen, L.: Angular Resolution of A Network of Gravitational-Wave Detectors. Physical Review D
  10. 2970.
    de Haro, S.; Hahn, A.: A Path Integral Derivation of Turaevs Shadow Invariant.
  11. 2971.
    de Haro, S.; Torrielli, A.: q-Deformed 2d Yang-Mills and Turaevs Shadow Invariant.

Buch (23)

  1. 2972.
    Arkhangel’skii, I.V.; Dunaev, A.V.; Makarenko, I.V.; Tikhonov, N.A.; Belyaev, S.S.; Tarasov, A.: Non-Isothermal Kinetic Methods. Edition Open Access, Berlin (2013), 76 S.
  2. 2973.
    Renn, J.; Schlögl, R.; Zenner, H.-P. (Hg.): Herausforderung Energie. Edition Open Access, Berlin (2011), 207 S.
  3. 2974.
    Everitt, C.W.F.; Huber, M.C.E.; Kallenbach, R.; Schäfer, G.; Schutz, B. F.; Treumann, R.A.: Probing the Nature of Gravity: confronting theory and experiments in space. Springer (2010), 574 S.
  4. 2975.
    Oriti, D. (Hg.): Approaches to quantum gravity: toward a new understanding of space, time and matter. Cambridge University Press, Cambridge (2009), 603 S.
  5. 2976.
    Hamber, H. W.: Quantum gravitation: the Feynman path integral approach. Springer, Berlin [u.a.] (2008), 342 S.
  6. 2977.
    Meinel, R.; Ansorg, M.; Kleinwächter, A.; Neugebauer, G.; Petroff, D.: Relativistic figures of equilibrium. Cambridge University Press, Cambridge [u.a.] (2008), 218 S.
  7. 2978.
    Rendall, A. D. (Hg.): Partial Differential Equations in General Relativity. Oxford University Press, Oxford (2008), 296 S.
  8. 2979.
    Ehlers, J.: Mathematik als „Sprache“ der Physik. Aulis Verlag Deubner, Köln, Leipzig, Germany (2006), 48 S.
  9. 2980.
    Ehlers, J.; Pössel, M.: Max Born: Die Relativitätstheorie Einsteins. Springer, Berlin u.a. (2003)
 
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