Publikationen des Albert-Einstein-Instituts in Potsdam

Zeitschriftenartikel (146)

  1. 81.
    Francia, D.; Monaco, G. L.; Mkrtchyan, K.: Cubic interactions of Maxwell-like higher spins. Journal of high energy physics: JHEP 2017 (04), 068 (2017)
  2. 82.
    Friedrich, H.: Sharp asymptotics for Einstein-lambda-dust flows. Communications in Mathematical Physics 350 (2), S. 803 - 844 (2017)
  3. 83.
    Gahramanov, I.; Tezgin, K.: A resurgence analysis for cubic and quartic anharmonic potentials. International Journal of Modern Physics A 32 (5), 1750033 (2017)
  4. 84.
    Gahramanov, I.; Kels, A. P.: The star-triangle relation, lens partition function, and hypergeometric sum/integrals. Journal of high energy physics: JHEP 2017 (02), 040 (2017)
  5. 85.
    Godazgar, H.; Meissner, K.; Nicolai, H.: Conformal anomalies and the Einstein Field Equations. Journal of high energy physics: JHEP 2017 (04), 165 (2017)
  6. 86.
    Godazgar, H.; Godazgar, M.; Pope, C. N.: Aretakis Charges and Asymptotic Null Infinity. Physical Review D 96, 084055 (2017)
  7. 87.
    Gomis, J.; Kleinschmidt, A.: On free Lie algebras and particles in electro-magnetic fields. Journal of high energy physics: JHEP 2017 (07), 085 (2017)
  8. 88.
    He, S.; Li, L.-F.; Zeng, X.-X.: Holographic Van der Waals-like phase transition in the Gauss-Bonnet gravity. Nuclear Physics B 915, S. 243 - 261 (2017)
  9. 89.
    He, S.; Schlotterer, O.: New Relations for Gauge-Theory and Gravity Amplitudes at Loop Level. Physical Review Letters 118, 161601 (2017)
  10. 90.
    He, S.; Lin, F.-L.; Zhang, J.-j.: Subsystem eigenstate thermalization hypothesis for entanglement entropy in CFT. Journal of high energy physics: JHEP 2017 (08), 126 (2017)
  11. 91.
    He, S.; Schlotterer, O.: New Relations for Gauge-Theory and Gravity Amplitudes at Loop Level. Physical Review Letters 118, 161601 (2017)
  12. 92.
    He, S.; Lin, F.-L.; Zhang, J.-j.: Dissimilarities of reduced density matrices and eigenstate thermalization hypothesis. Journal of high energy physics: JHEP 2017 (12), 073 (2017)
  13. 93.
    Hebecker, A.; Mangat, P.; Theisen, S.; Witkowski, L. T.: Can Gravitational Instantons Really Constrain Axion Inflation? Journal of high energy physics: JHEP 2017 (02), 097 (2017)
  14. 94.
    Hinderer, T.; Babak, S.: Foundations of an effective-one-body model for coalescing binaries on eccentric orbits. Physical Review D 96, 104048 (2017)
  15. 95.
    Hohm, O.; Musaev, E. T.; Samtleben, H.: O(d+1,d+1) enhanced double field theory. Journal of high energy physics: JHEP 2017 (10), 086 (2017)
  16. 96.
    Indik, N.; Haris, K.; Dal Canton, T.; Fehrmann, H.; Krishnan, B.; Lundgren, A.; Nielsen, A. B.; Pai, A.: A stochastic template bank for gravitational wave searches for precessing neutron star - black hole coalescence events. Physical Review D 95, 064056 (2017)
  17. 97.
    Jiang, Y.; Liu, J.; He, S.: Near integrability of kink lattice with higher order interactions. Chinese Physics C 41 (11), 113107 (2017)
  18. 98.
    Jiménez-Forteza, X.; Keitel, D.; Husa, S.; Hannam, M.; Khan, S.; Pürrer, M.: Hierarchical data-driven approach to fitting numerical relativity data for nonprecessing binary black holes with an application to final spin and radiated energy. Physical Review D 95, 064024 (2017)
  19. 99.
    Keitel, D.; Forteza, X. J.; Husa, S.; London, L.; Nagar, A.; Bernuzzi, S.; Harms, E.; Hannam, M.; Khan, S.; Pürrer, M. et al.; Pratten, G.; Chaurasia, V.: The most powerful astrophysical events: gravitational-wave peak luminosity of binary black holes as predicted by numerical relativity. Physical Review D 96, 024006 (2017)
  20. 100.
    Kleinschmidt, A.; Verschinin, V.: Tetrahedral modular graph functions. Journal of high energy physics: JHEP 2017 (07), 085 (2017)
 
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