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Quantum theory of geometry: I. Area operators. Classical and Quantum Gravity 42.
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Expanding and contracting universes in third quantized string cosmology. Classical and quantum gravity 43.
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25 (12), CERN-TH/97-41, S. 1883 - 1889 (1997)
A class of non-singular gravi-dilaton backgrounds. Modern Physics Letters A 44.
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33, IFUP-TH 25/96, S. 3330 - 3336 (1997)
Spectrum of relic gravitational waves in string cosmology. Physical Review D 45.
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14 (1A), S. A119 - A126 (1997)
Examples of Newtonian limits of relativistic spacetimes. Classical and Quantum Gravity 46.
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80 Years of General Relativity. Reviews in Modern Astronomy 47.
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Der Kosmos als Objekt der Naturforschung. Nova Acta Leopoldina 48.
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The Riemannian Penrose inequality. International Mathematics Research Notices 49.
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Concepts of time in Classical Physics. In: Time, Temporality, Now: experiencing time and concepts of time in an interdisciplinary perspective, S. 191 - 200 (Hg. Atmanspacher, H.; Ruhnau, E.). Springer, Berlin, Germany (1997)
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An evolution of metrics by the Ricci curvature. In: Tsing Hua Lectures on Geometry and Analysis, S. 137 - 143 (Hg. Yau, S.-T.). International Press of Boston Inc, Boston, MA (1997)
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An evolution equation for the isoperimetric problem. In: Tsing Hua Lectures on Geometry and Analysis, S. 131 - 136 (Hg. Yau, S.-T.). International Press of Boston Inc, Boston, MA (1997)
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Singularities of the meancurvature flow. In: Tsing Hua Lectures on Geometry and Analysis, S. 125 - 130 (Hg. Yau, S.-T.). International Press of Boston Inc, Boston, MA (1997)
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Mean curvature evolution of closed hypersurfaces. In: Tsing Hua Lectures on Geometry and Analysis, S. 117 - 123 (Hg. Yau, S.-T.). International Press of Boston Inc, Boston, MA (1997)
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Application of Microlocal Analysis to the Theory of Quantum Fields Interacting with a Gravitational Field. In: Differential Equations, Asymptotic Analysis, and Mathematical Physics, S. 174 - 180 (Hg. Demuth, M.; Schulze, B.-W.). Akademie-Verlag GmbH, Berlin (1997)
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