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Abstract: INTRODUCTION Real fluctuating bodies are usually neither point like nor spherical. Carrying quadrupole mass moments and higher they give rise to di#erential e#ects in the gravitational interaction [2]. But how can stable multipole properties be generated and identified? Trough the nonlinearities of the Einstein field equations in general relativity, the multipole moments of any finite distribution of energy and momentum interact with each other in vacuum giving rise to non-linear physical... (Update)
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BibTeX entry: (Update)
@misc{ binder-selfconsistent,
author = "Bernd Binder",
title = "Self-Consistent Quantum-Gravitational Quadrupole Fluctuations",
url = "citeseer.ist.psu.edu/binder03selfconsistent.html" }
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