Publikationen des Albert-Einstein-Instituts in Potsdam-Golm

Zeitschriftenartikel (166)

  1. 21.
    Agarwal, A.: Mass Deformations of Super Yang-Mills Theories in D= 2+1, and Super-Membranes: A Note. Modern Physics Letters A 24 (03), S. 193 - 211 (2009)
  2. 22.
    Agarwal, A.; Nair, V. P.: The Hamiltonian Analysis for Yang-Mills Theory on RxS2. Nuclear Physics B 816, S. 117 - 138 (2009)
  3. 23.
    Agarwal, A.; Beisert, N.; McLoughlin, T.: Scattering in Mass-Deformed N>=4 Chern-Simons Models. Journal of High Energy Physics 2009 (6), 045 (2009)
  4. 24.
    Agarwal, A.; Young, D.: Supersymmetric Wilson Loops in Diverse Dimensions. Journal of High Energy Physics 2009 (6), 063 (2009)
  5. 25.
    Agarwal, A.: A Supersymmetry Preserving Mass-Deformation of N=1 Super Yang-Mills in D=2+1. Physical Review D. 80 (10), 105020 (2009)
  6. 26.
    Alic, D.; Bona, C.; Bona-Casas, C.: Towards a gauge-polyvalent Numerical Relativity code. Physical Review D 79, 044026 (2009)
  7. 27.
    Amaro-Seoane, P.; Miller, M. C.; Freitag, M.: Gravitational Waves from Eccentric Intermediate-mass Black Hole Binaries. Astrophysical Journal Letters 692 (1), S. L50 - L53 (2009)
  8. 28.
    Anabalon, A.; Deruelle, N.; Morisawa, Y.; Oliva, J.; Sasaki, M.; Tempo, D.; Troncoso, R.: Kerr-Schild ansatz in Einstein Gauss-Bonnet gravity: an exact vacuum solution in five dimensions. Classical and quantum gravity 26, 065002 (2009)
  9. 29.
    Andersson, L.; Metzger, J.: The area of horizons and the trapped region. Communications in Mathematical Physics 290 (3), S. 941 - 972 (2009)
  10. 30.
    Andersson, L.; Mars, M.; Metzger, J.; Simon, W.: The time evolution of marginally trapped surfaces. Classical and Quantum Gravity 26, 085018 (2009)
  11. 31.
    Andersson, L.; Schmidt, B. G.: Static self-gravitating many-body systems in Einstein gravity. Classical and quantum gravity 26, 165007 (2009)
  12. 32.
    Andrews, B.; Nguyen, H. T.: Four-manifolds with 1/4-pinched Flag Curvatures. Asian Journal of Mathematics 13 (2), S. 251 - 270 (2009)
  13. 33.
    Ansorg, M.; Hennig, J.; Cederbaum, C.: A universal inequality for axisymmetric and stationary black holes with surrounding matter in the Einstein-Maxwell theory. Communications in Mathematical Physics Online First (2009)
  14. 34.
    Ansorg, M.; Hennig, J.: The inner Cauchy horizon of axisymmetric and stationary black holes with surrounding matter in Einstein-Maxwell theory. Physical Review Letters 102, 221102 (2009)
  15. 35.
    Ansorg, M.; Hennig, J.: The inner Cauchy horizon of axisymmetric and stationary black holes with surrounding matter in Einstein-Maxwell theory: study in terms of soliton methods. Annales Henri Poincare 10, S. 1075 - 1095 (2009)
  16. 36.
    Appourchaux, T.; Burston, R.; Chen, Y.; Cruise, M.; Dittus, H.; Foulon, B.; Gill, P.; Gizon, L.; Klein, H.; Klioner, S. et al.; Kopeikin, S.; Krüger, H.; Lämmerzahl, C.; Lobo, A.; Luo, X.; Margolis, H.; Ni, W.-T.; Paton, A. P.; Peng, Q.; Peters, A.; Rasel, E.; Rüdiger, A.; Samain, E.; Selig, H.; Shaul, D.; Sumner, T.; Theil, S.; Touboul, P.; Turyshev, S.; Wang, H.; Wang, L.; Wen, L.; Wicht, A.; Wu, J.; Zhang, X.; Zhao, C.: Astrodynamical Space Test of Relativity Using Optical Devices I (ASTROD I)-A class-M fundamental physics mission proposal for Cosmic Vision 2015-2025. Experimental Astronomy 23 (2), S. 491 - 527 (2009)
  17. 37.
    Arnlind, J.; Bordemann, M.; Hofer, L.; Hoppe, J.; Shimada, H.: Fuzzy Riemann surfaces. Journal of High Energy Physics 2009 (6), 047 (2009)
  18. 38.
    Arnlind, J.; Bordemann, M.; Hofer, L.; Hoppe, J.; Shimada, H.: Noncommutative Riemann Surfaces by Embeddings in R^3. Communications in Mathematical Physics 288 (2), S. 403 - 429 (2009)
  19. 39.
    Arun, K. G.; Babak, S.; Berti, E.; Cornish, N.; Cutler, C.; Gair, J.; Hughes, S. A.; Iyer, B. R.; Lang, R. N.; Mandel, I. et al.; Porter, E. K.; Sathyaprakash, B. S.; Sinha, S.; Sintes, A. M.; Trias, M.; Broeck, C. V. D.; Volonteri, M.: Massive Black Hole Binary Inspirals: Results from the LISA Parameter Estimation Taskforce. Classical and quantum gravity 26, 094027 (2009)
  20. 40.
    Arun, K. G.; Buonanno, A.; Faye, G.; Ochsner, E.: Higher-order spin effects in the amplitude and phase of gravitational waveforms emitted by inspiraling compact binaries: Ready-to-use gravitational waveforms. Physical Review D 79, 104023 (2009)
 
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