Publications of the Laser Interferometry and Gravitational Wave Astronomy Division

Journal Article (44)

  1. 21.
    Goetz, E.; Riles, K.: An all-sky search algorithm for continuous gravitational waves from spinning neutron stars in binary systems. Classical and quantum gravity 28 (21), 215006 (2011)
  2. 22.
    Gurkovsky, A. G.; Heiner, D.; Hild, S.; Nawrodt, R.; Somiya, K.; Vyatchanin, S. P.; Wittel, H.: Reducing Thermal Noise in Future Gravitational Wave Detectors by employing Khalili Etalons. Physics Letters. A 375 (46), pp. 4147 - 4157 (2011)
  3. 23.
    Guzman Cervantes, F.; Livas, J.; Silverberg, R.; Buchanan, E.; Stebbins, R.: Characterization of photoreceivers for LISA. Classical and quantum gravity 28 (9), 094010 (2011)
  4. 24.
    Hamma, A.; Markopoulou, F.: Background-independent condensed matter models for quantum gravity. New Journal of Physics 13, 095006 (2011)
  5. 25.
    Hechenblaiknerr, G.; Wand, V.; Kersten, M.; Danzmann, K.; Garcia, A.; Heinzel, G.; Nofrarias, M.; Steier, F.: Digital Laser Frequency Control and Phase-Stabilization Loops in a High Precision Space-Borne Metrology System. IEEE Journal of Quantum Electronics 47 (5), pp. 651 - 660 (2011)
  6. 26.
    Hough, J.; Lueck, H.; Punturo, M.; Sathyaprakash, B. S.: Third generation gravitational-wave observatories and their science reach. General Relativity and Gravitation 43 (2), pp. 361 - 362 (2011)
  7. 27.
    Kawazoe, F.; Schilling, R.; Lueck, H.: Eigenmode changes in a misaligned triangular optical cavity. Journal of Optics 13 (5), 055504 (2011)
  8. 28.
    Keitel, D.; Schneider, P.: Constrained probability distributions of correlation functions. Astronomy and Astrophysics 534, A76 (2011)
  9. 29.
    Khalili, F.; Danilishin, S.; Mueller-Ebhardt, H.; Miao, H.; Chen, Y.; Zhao, C.: Negative optical inertia for enhancing the sensitivity of future gravitational-wave detectors. Physical Review D 83 (6), 062003 (2011)
  10. 30.
    Kiesel, T.; Vogel, W.; Hage, B.; Schnabel, R.: Direct Sampling of Negative Quasiprobabilities of a Squeezed State. Physical Review Letters 107, 113604 (2011)
  11. 31.
    Kiesel, T.; Vogel, W.; Hage, B.; Schnabel, R.: Entangled Qubits in a non-Gaussian Quantum State. Physical Review. A 83 (6), 062319 (2011)
  12. 32.
    Kwee, P.; Willke, B.; Danzmann, K.: New concepts and results in laser power stabilization. Applied Physics B: Lasers and Optics 102, pp. 515 - 522 (2011)
  13. 33.
    Kwee, P.; Willke, B.; Danzmann, K.: Laser power noise detection at the quantum-noise limit of 32 A photocurrent. Optics Letters 36 (18), pp. 3563 - 3565 (2011)
  14. 34.
    Mavalvala, N.; McClelland, D.; Müller, G.; Reitze, D. H.; Schnabel, R.; Willke, B.: Lasers and Optics: Looking Toward Third Generation Gravitational-Wave Detectors. General Relativity and Gravitation 43, pp. 569 - 592 (2011)
  15. 35.
    McClelland, D.E.; Mavalvala, N.; Chen, Y.; Schnabel, R.: Advanced interferometry, quantum optics and optomechanics in gravitational wave detectors. Laser & Photonics Reviews 5 (5), pp. 677 - 696 (2011)
  16. 36.
    Mehmet, M.; Ast, S.; Eberle, T.; Steinlechner, S.; Vahlbruch, H.; Schnabel, R.: Squeezed light at 1550 nm with a quantum noise reduction of 12.3 dB. Optics Express 19 (25), pp. 25763 - 25772 (2011)
  17. 37.
    Punturo, M.; Lück, H.: Toward a third generation of gravitational wave observatories. General Relativity and Gravitation 43 (2), pp. 363 - 385 (2011)
  18. 38.
    Thuering, A.; Schnabel, R.: The critical Kerr non-linear optical cavity in the presence of internal loss and driving noise. Physical Review A 84, 033839 (2011)
  19. 39.
    Thüring, A.; Schnabel, R.: Critical Kerr nonlinear optical cavity in the presence of internal loss and driving noise. Physical Review. A 84, 033839 (2011)
  20. 40.
    Tünnermann, H.; Pöld, J. H.; Neumann, J.; Kracht, D.; Willke, B.; Weßels, P.: Beam quality and noise properties of coherently combined ytterbium doped single frequency fiber amplifiers. Optics Express 19 (20), pp. 19600 - 19606 (2011)
 
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