Publications of the Albert Einstein Institute in Potsdam

Thesis (2)

  1. 3821.
    Nerger, L.: Investigations of 3D binary Black Hole Systems. ()

Thesis - Dissertation (25)

  1. 3822.
    Thürigen, J.: Discrete quantum geometries and their effective dimension. Dissertation, PhD thesis, Humboldt-Universit\"at zu Berlin; urn:nbn:de:kobv:11-100232371; http://edoc.hu-berlin.de/docviews/abstract.php?id=42042 pp. (2015)
  2. 3823.
    Frassek, R.: Q-operators, Yangian invariance and the quantum inverse scattering method. Dissertation, 212 pp. (2014)
  3. 3824.
    Maliborski, M.: Dynamics of Nonlinear Waves on Bounded Domains. Dissertation, PhD thesis, Jagiellonian University, November 2014. 251 pages, 70 figures, 10 tables. Corrected misprints pp. (2014)
  4. 3825.
    Nungesser, E.: The future of some Bianchi A spacetimes with an ensemble of free falling particles. Dissertation (2012)
  5. 3826.
    Ohme, F.: Bridging the Gap between Post-Newtonian Theory and Numerical Relativity in Gravitational-Wave Data Analysis. Dissertation (2012)
  6. 3827.
    Avila, G. A.: Asymptotic staticity and tensor decompositions with fast decay conditions. Dissertation, Universität, Potsdam (2011)
  7. 3828.
    Wardell, B.: Green Functions and Radiation Reaction From a Spacetime Perspective. Dissertation, University College, Dublin (2011)
  8. 3829.
    Brödel, J.: Alternative approaches to maximally supersymmetric field theories. Dissertation, Leibniz Universität Hannover, Hannover (2010)
  9. 3830.
    Reisswig, C.: Binary Black Hole Mergers and Novel Approaches to Gravitational Wave Extraction in Numerical Relativity. Dissertation (2010)
  10. 3831.
    Santamaria Lara, L.: Coalescence of Black-Hole Binaries: from Theoretical Source Models to Applications in Gravitational-Wave Astronomy. Dissertation (2010)
  11. 3832.
    Seiler, J.: Numerical Simulation of Binary Black Hole Space-Time and a Novel Approach to Outer Boundary Conditions. Dissertation (2010)
  12. 3833.
    Koppitz, M.: Numerical studies of Black Hole initial data. Dissertation, 161 pp., Universität Potsdam, Potsdam (2005)
  13. 3834.
    Beisert, N.: The Dilatation Operator of N=4 Super Yang-Mills Theory and Integrability. Dissertation, 208 pp., Humboldt-Universität zu Berlin, Berlin (2004)
  14. 3835.
    Fischbacher, T.: Mapping the vacuum structure of gauged maximal supergravities: an application of high-performance symbolic algebra. Dissertation, Humboldt-Universität zu Berlin, Berlin (2003)
  15. 3836.
    Pössel, M.: Hidden symmetries in minimal five-dimensional supergravity. Dissertation, Universität Hamburg, Hamburg (2003)
  16. 3837.
    Reimann, B.: Maximal Slicing of Schwarzschild. Dissertation, University of Potsdam, Potsdam (2003)
  17. 3838.
    Dain, S.: Regular asymptotically flat initial data. Dissertation, Cordoba (1999)
  18. 3839.
    Lanfermann, G.: A three dimensional fixed mesh refinement algorithm in numerical relativity. Dissertation, Potsdam (1999)
  19. 3840.
    Capon, R.: Radiation reaction near black holes. Dissertation, Cardiff (1998)
 
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