Publikationen der Abteilung Quantengravitation und Vereinheitlichte Theorien

Buch (4)

  1. 1221.
    Buch
    Choudhury, S.: Quantum Field Theory approaches to Early Universe Cosmology. Lambert Academic Publishing, o.O. (2018), 164 S.
  2. 1222.
    Buch
    Fleig, P.; Gustafsson, H. P. A.; Kleinschmidt, A.; Persson, D.: Eisenstein series and automorphic representations with applications in string theory. Cambridge University Press, Cambridge (2018), 584 S.
  3. 1223.
    Buch
    Hamber, H. W.: Quantum gravitation: the Feynman path integral approach. Springer, Berlin [u.a.] (2008), 342 S.
  4. 1224.
    Buch
    Lüst, D.; Theisen, S.: Lectures on string theory. Springer, Berlin [u.a.] (1989)

Buchkapitel (19)

  1. 1225.
    Buchkapitel
    Kotecha, I.; Chirco, G.: Generalized Gibbs Ensembles in Discrete Quantum Gravity. In: Lecture Notes in Computer Science: Geometric Science of Information 2019. Springer (eingereicht)
  2. 1226.
    Buchkapitel
    Kleinschmidt, A.; Nicolai, H.: Higher spin representations of K(E10). In: Higher Spin Gauge Theories, S. 25 - 38. World Scientific, London u.a. (2017)
  3. 1227.
    Buchkapitel
    Aschieri, P.; Ferrara, S.; Theisen, S.: Constitutive relations, off shell duality rotations and the hypergeometric form of Born-Infeld theory. In: Breaking of Supersymmetry and Ultraviolet Divergences in Extended Supergravity (Springer Proceedings in Physics, 153), S. 23 - 41 (2014)
  4. 1228.
    Buchkapitel
    Nicolai, H.; Kleinschmidt, A.: Cosmological Quantum Billiards. In: Foundations of Space and Time: Reflections on Quantum Gravity (Hg. Murugan, J.; Weltman, A.). Cambridge University Press, Cambridge (2011)
  5. 1229.
    Buchkapitel
    Louis, J.; Mohaupt, T.; Theisen, S.: String Theory: An Overview. In: Approaches to Fundamental Physics, S. 289 - 323. Springer, Berlin / Heidelberg (2007)
  6. 1230.
    Buchkapitel
    Bojowald, M.: Quantum Cosmology. In: Encyclopedia of Mathematical Physics Vol. 4, S. 153 - 158 (Hg. Françoise, J.-P.; Naber, G.; Tsun, T. S.). Elsevier / Academic Press, Amsterdam u.a. (2006)
  7. 1231.
    Buchkapitel
    Bojowald, M.: Quantum Riemannian Geometry and Black Holes. In: Trends in Quantum Gravity Research, S. 219 - 260. Nova SCience, New York (2006)
  8. 1232.
    Buchkapitel
    Bojowald, M.: Loop Quantum Cosmology. In: 100 Years of Relativity, Space-time Structure: Einstein and Beyond, S. 382 - 414 (Hg. Ashtekar, A.). World Scientific, Singapore u.a. (2005)
  9. 1233.
    Buchkapitel
    Damour, T.; Henneaux, M.; Nicolai, H.: Billiard Dynamics of Einstein-Matter Systems Near a Spacelike Singularity. In: Lectures on Quantum Gravity, S. 207 - 247 (Hg. Gomberoff, A.; Marolf, D.). Springer, Berlin, New York (2005)
  10. 1234.
    Buchkapitel
    Font, A.; Theisen, S.: Introduction to String Compactification. In: Geometric and Topological Methods for Quantum Field Theory, S. 101 - 181. Springer, Berlin / Heidelberg (2005)
  11. 1235.
    Buchkapitel
    Nicolai, H.: Gravitational Billiards, Dualities and Hidden Symmetries. In: 100 Years of Relativity Spacetime Structure: Einstein and Beyond, S. 39 - 75 (Hg. Ashtekar, A.). World Scientific, Singapore (2005)
  12. 1236.
    Buchkapitel
    Nicolai, H.: Supersymmetry, Kähler geometry and beyond. In: Mathematische Werke = Mathematical Works, S. 907 - 916 (Hg. Berndt, R.; Riemenschneider, O.). Walter de Gruyter, Berlin, New York (2003)
  13. 1237.
    Buchkapitel
    Thiemann, T.: Lectures on Loop Quantum Gravity. In: Quantum Gravity: From Theory to Experimental Search, S. 41 - 135 (Hg. Giulini, D. J.W.; Kiefer, C.; Lämmerzahl, C.). Springer, Berlin (2003)
  14. 1238.
    Buchkapitel
    Louis, J.; Theisen, S.: Stringtheorie. In: Lexikon der Mathematik. Band 5, S. 125 - 130 (Hg. Walz, G.). Spektrum Verlag, Heidelberg (2002)
  15. 1239.
    Buchkapitel
    Nicolai, H.; Nagar, A.: Infinite-dimensional symmetries in gravity. In: Gravitational Waves, S. 243 - 279 (Hg. Ciufolini, I.; Gorini, V.; Moschella, U.; Fré, P.). Institute of Physics, Bristol (2001)
  16. 1240.
    Buchkapitel
    Ambjörn, J.; Jurkiewicz, J.; Loll, R.: Lorentzian and Euclidean Quantum Gravity - Analytical and Numerical Results. In: M-Theory and Quantum Geometry: Proceedings of the NATO Advanced Study Institute, S. 382 - 449 (Hg. Thorlacius, L.; Jonsson, T.) (2000)
 
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