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Journal Article (29)

  1. 21.
    Journal Article
    Dain, S.; Friedrich, H.: Asymptotically Flat Initial Data with Prescribed Regularity at Infinity. Communications in Mathematical Physics 222, pp. 569 - 609 (2001)
  2. 22.
    Journal Article
    Friedrich, H.; Kannar, J.: Bondi-type systems near space-like infinity and the calculation of the NP-constants. Journal of Mathematical Physics 41, pp. 2195 - 2232 (2000)
  3. 23.
    Journal Article
    Friedrich, H.; Kannar, J.: Calculating asymptotic quantities near space-like and null infinity from Cauchy data, Proceedings of Journées Relativistes 1999. Annalen der Physik 9 (3-5), pp. 321 - 330 (2000)
  4. 24.
    Journal Article
    Friedrich, H.; Nagy, G.: The initial boundary value problem for Einstein's vacuum field equations. Communications in Mathematical Physics 201, pp. 619 - 655 (1999)
  5. 25.
    Journal Article
    Friedrich, H.; Racz, I.; Wald, R. M.: On the rigidity theorem for spacetimes with a stationary event horizon or a compact Cauchy horizon. Communications in Mathematical Physics 204, pp. 691 - 707 (1999)
  6. 26.
    Journal Article
    Friedrich, H.: On the evolution equation for gravitating ideal fluid bodies in general relativity. Physical Review D 57 (4), pp. 2317 - 2322 (1998)
  7. 27.
    Journal Article
    Friedrich, H.: Gravitational fields near space-like and null infinity. Journal of Geometry and Physics 24 (2), pp. 83 - 163 (1998)
  8. 28.
    Journal Article
    Friedrich, H.: Hyperbolic reductions for Einstein's equations. Classical and Quantum Gravity 13 (6), pp. 1451 - 1469 (1996)
  9. 29.
    Journal Article
    Friedrich, H.: Einstein equations and conformal structure: Existence of Anti-de Sitter type space-times. Journal of Geometry and Physics 17 (2), pp. 125 - 184 (1995)

Book Chapter (7)

  1. 30.
    Book Chapter
    Friedrich, H.: Geometric Asymptotics and Beyond. In: One hundred years of general relativity (Surveys in Differential Geometry, 20), Vol. 20, pp. 37 - 74 (Ed. Bieri , L.). International Press, Boston (2015)
  2. 31.
    Book Chapter
    Friedrich, H.: The local evolution problem for Einsteins field equations. In: Modern Encyclopedia of Mathematical Physics (Eds. Irina Aref'eva, I.; Sternheimer, D.). Springer (2009)
  3. 32.
    Book Chapter
    Friedrich, H.: Smoothness at null infinity and structure of initial data. In: The Einstein Equations and the Large Scale Behaviour of Gravitational Fields, pp. 121 - 203 (Eds. Chrusciel, P. T.; Friedrich, H.). Birkhaeuser, Bostaton, Basel, Berlin (2004)
  4. 33.
    Book Chapter
    Friedrich, H.: Conformal Einstein evolution. In: The conformal structure of space time: geometry, analysis, numerics, pp. 1 - 50 (Eds. Frauendiener, J.; Friedrich, H.). Springer, Berlin u.a. (2002)
  5. 34.
    Book Chapter
    Friedrich, H.; Rendall, A. D.: The Cauchy Problem for the Einstein Equations. In: Einstein's field equations and their physical implications: selected essays in honour of Jürgen Ehlers, pp. 127 - 224 (Ed. Schmidt, B. G.). Springer, Berlin u.a. (2000)
  6. 35.
    Book Chapter
    Friedrich, H.: Einstein's equation and geometric asymptotics. In: (1998)
  7. 36.
    Book Chapter
    Friedrich, H.: Einstein's equation and conformal structure. In: The Geometric Universe. Science, Geometry, and the Work of Roger Penrose, pp. 81 - 98. Oxford University Press, Oxford (1998)

Proceedings (1)

  1. 37.
    Proceedings
    Canonical Gravity: From Classical to Quantum (Lecture Notes in Physics, 434). 117th WE Heraeus Seminar, Bad Honnef, Germany, September 13, 1993 - September 17, 1993. Springer, Berlin, Heidelberg (1994)
 
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