Publications of the Quantum Gravity and Unified Theories Division

Journal Article (71)

  1. 41.
    Gauntlett, J. P.; Varela, O.: Universal Kaluza-Klein reductions of type IIB to N=4 supergravity in five dimensions. Journal of High Energy Physics 2010 (06), 081 (2010)
  2. 42.
    Giesel, K.; Hofmann, S.; Thiemann, T.; Winkler, O.: Manifestly Gauge-Invariant General Relativistic Perturbation Theory: I. Foundations. Classical and quantum gravity 27 (5), 055005 (2010)
  3. 43.
    Giesel, K.; Hofmann, S.; Thiemann, T.; Winkler, O.: Manifestly Gauge-Invariant General Relativistic Perturbation Theory: II. FRW Background and First Order. Classical and quantum gravity 27 (5), 055006 (2010)
  4. 44.
    Giesel, K.; Thiemann, T.: Algebraic Quantum Gravity (AQG) IV. Reduced Phase Space Quantisation of Loop Quantum Gravity. Classical and quantum gravity 27 (17), 175009 (2010)
  5. 45.
    Giesel, K.; Tambornino, J.; Thiemann, T.: LTB spacetimes in terms of Dirac observables. Classical and quantum gravity 27 (10), 105013 (2010)
  6. 46.
    Giesel, K.; Hofmann, S.; Thiemann, T.; Winkler, O.: Manifestly gauge-invariant general relativistic perturbation theory: I. Foundations. Classical and quantum gravity 27 (5), 055005 (2010)
  7. 47.
    Giesel, K.; Hofmann, S.; Thiemann, T.; Winkler, O.: Manifestly gauge-invariant general relativistic perturbation theory: II. FRW background and first order. Classical and quantum gravity 27 (5), 055006 (2010)
  8. 48.
    Gomez, H.; Mafra, C. R.: The Overall Coefficient of the Two-loop Superstring Amplitude Using Pure Spinors. Journal of high energy physics: JHEP 2010 (05), 017 (2010)
  9. 49.
    Govindarajan, T. R.; Padmanabhan, P.; Shreecharan, T.: Beyond fuzzy spheres. Journal of Physics A 43 (20), 205203 (2010)
  10. 50.
    Grigorian, S.: Moduli spaces of G2 manifolds. Reviews in Mathematical Physics 22, 1061 (2010)
  11. 51.
    Gromov, N.; Kazakov, V.; Vieira, P.: Exact Spectrum of Anomalous Dimensions of Planar N = 4 Supersymmetric Yang–Mills Theory: TBA and excited states. Letters in Mathematical Physics 91 (3), pp. 265 - 287 (2010)
  12. 52.
    Gromov, N.; Kazakov, V.; Vieira, P.: Exact Spectrum of Planar N=4 Supersymmetric Yang-Mills Theory: Konishi Dimension at Any Coupling. Physical review letters 104 (21), 211601 (2010)
  13. 53.
    Gromov, N.; Kazakov, V.; Kozak, A.; Vieira, P.: Exact Spectrum of Anomalous Dimensions of Planar N=4 Supersymmetric Yang-Mills Theory: TBA and excited states. Letters in Mathematical Physics 91 (3), pp. 265 - 287 (2010)
  14. 54.
    Gromov, N.; Kazakov, V.; Vieira, P.: Finite volume spectrum of 2D field theories from Hirota dynamics. Journal of High Energy Physics 2010 (12), 060 (2010)
  15. 55.
    Han, M.: Canonical path-integral measures for Holst and Plebanski gravity: II. Gauge invariance and physical inner product. Classical and quantum gravity 27 (24), 245015 (2010)
  16. 56.
    Han, M.; Thiemann, T.: On the relation between operator constraint, master constraint, reduced phase space and path integral quantization. Classical and quantum gravity 27 (22), 225019 (2010)
  17. 57.
    Han, M.: A path integral for the master constraint of loop quantum gravity. Classical and quantum gravity 27 (21), 215009 (2010)
  18. 58.
    Han, M.; Thiemann, T.: On the relation between rigging inner product and master constraint direct integral decomposition. Journal of Mathematical Physics 51 (9), 3486359 (2010)
  19. 59.
    Kleinschmidt, A.; Nicolai, H.: E10: eine fundamentale Symmetrie der Physik? Physik in unserer Zeit 41 (3), pp. 134 - 140 (2010)
  20. 60.
    Lohmayer, R.; Neuberger, H.; Schwimmer, A.; Theisen, S.: Numerical determination of entanglement entropy for a sphere. Physics Letters B 685 (2-3), pp. 222 - 227 (2010)
 
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