Publications of the Geometric Analysis and Gravitation Division

Journal Article (18)

1. 1.
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   Ansorg, M.: Timelike geodesic motions within the general relativistic gravitational field of the rigidly rotating disk of dust. Journal of Mathematical Physics 39 (11), pp. 5984 - 6000 (1998)
2. 2.
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   Huisken, G.: A distance comparison principle for evolving curves. Asian Journal of Mathematics 2 (1), pp. 127 - 133 (1998)
3. 3.
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   Andersson, L.; Galloway, G. J.; Howard, R.: The cosmological time function. Classical and Quantum Gravity 15 (2), pp. 309 - 322 (1998)
4. 4.
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   Friedrich, H.: On the evolution equation for gravitating ideal fluid bodies in general relativity. Physical Review D 57 (4), pp. 2317 - 2322 (1998)
5. 5.
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   Berger, B. K.; Moncrief, V.: Numerical evidence that the singularity in polarized U(1) symmetric cosmologies on T³ times R is velocity dominated. Physical Review D 57, pp. 7235 - 7240 (1998)
6. 6.
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   Berger, B. K.; Moncrief, V.: Evidence for an oscillary singularity in generic U(1) symmetric cosmologies on T³ times R. Physicsl Review D 58, 064023 (1998)
7. 7.
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   Bicak, J.; Pravda, V.: Curvature invariants in type-N spacetimes. Classical and Quantum Gravity 15 (1998)
8. 8.
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   Dautcourt, G.: On the ultrarelativistic limit of general relativity. Acta Physica Polonica B 29 (4), pp. 1047 - 1055 (1998)
9. 9.
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   Ehlers, J.: Der Kosmos als Objekt der Naturforschung. Der Sternenbote 41 (5), pp. 90 - 100 (1998)
10. 10.
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    Friedrich, H.: Gravitational fields near space-like and null infinity. Journal of Geometry and Physics 24 (2), pp. 83 - 163 (1998)
11. 11.
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    Hajicek, P.: Spherically symmetric gravitating shell as a reparametrization invariant system. Physical Review D 57 (2), pp. 936 - 953 (1998)
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    Hübner, P.: More about vacuum spacetimes with torodial null infinities. Classical and Quantum Gravity 15, pp. L 21 - L 25 (1998)
13. 13.
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    Huisken, G.: Evolution of Hypersurfaces by Their Curvature in Riemannian Manifolds. Documenta Mathematica Extra Volume ICM II, pp. 349 - 360 (1998)
14. 14.
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    Isenberg, J.; Rendall, A. D.: Cosmological spacetimes not covered by a constant mean curvature slicing. Classical and Quantum Gravity 15, pp. 3679 - 3688 (1998)
15. 15.
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    Kichenassamy, S.; Rendall, A. D.: Analytic description of singularities in Gowdy spacetimes. Classical and Quantum Gravity 15, pp. 1339 - 1355 (1998)
16. 16.
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    Rein, G.; Rendall, A. D.; Schaeffer, J.: Critical collapse of collisionless matter - a numerical investigation. Physical Review D 58, pp. 044007/1 - 8 (1998)
17. 17.
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    Rendall, A. D.: Compact null hypersurfaces and collapsing Riemannian manifolds. Mathematische Nachrichten 193, pp. 111 - 118 (1998)
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    Schmidt, B. G.: Nonradial linear oscillations of shells in general relativity. Physical Review D 59 (2), 024005 (1998)

Book Chapter (5)

1. 19.
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   Book Chapter

   Ehlers, J.: The Newtonian Limit of General Relativity. In: Understanding Physics, pp. 1 - 14 (Eds. Richter, A. K.; Copernicus Gesellschaft e.V.). Copernicus Gesellschaft, Katlenburg-Lindau (1998)
2. 20.
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   Ehlers, J.: General relativity as a tool for astrophysics. In: Relativistic Astrophysics, pp. 1 - 15. Vieweg, Baunschweig (1998)