By Fauser B., et al. (eds.)
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Extra info for Quantum gravity. Mathematical models and experimental bounds
4:342, 1960. P. Drever. A search for the anisotropy of inertial mass using a free precession technique. Phil. , 6:683, 1961. D. J. M. J. Wineland. Limits for spatial anisotropy by use of nuclear–spin–polarized 9 Be+ ions. Phys. Rev. , 54:2387, 1985. K. P. R. J. N. Fortson. New limits on spatial anisotropy from optically pumped 201 Hg and 199 Hg. Phys. Rev. , 57:3125, 1986. E. J. A. R. M. E. Wagshul. Results of a new test of local Lorentz invariance: A search for mass anisotropy in 21 Ne. Phys.
The geometry of free fall and light propagation. In L. L. Synge, page 63. Clarendon Press, Oxford, 1972.  J. Ehlers. Survey of general relativity theory. In W. Israel, editor, Relativity, Astrophysics and Cosmology, page 1. Reidel, Dordrecht, 1973.  J. Audretsch and C. L¨ ammerzahl. A new constructive axiomatic scheme for the geometry of space-time. In Majer U. , editors, Semantical Aspects of Space-Time Geometry, page 21. BI Verlag, Mannheim, 1993.  C. W. Hehl. Riemannian light cone from vanishing birefringence in premetric vacuum electrodynamics.
S. W. Brehme. Radiation Damping in a Gravitational Field. Ann. Phys. (NY), 9:220, 1960.  H. Dittus, C. L¨ ammerzahl, and H. Selig. Testing the universality of free fall for charged particles. Gen. Rel. , 36:571, 2004. C. M. Fairbank. Experimental comparison of the graviational force on freely falling electrons and metallic electrons. Phys. Rev. , 19:1049, 1967. E. Moody and F. Wilczek. New macroscopic forces? Phys. , D 30:130, 1984.  R. Bluhm. Overview of the SME: Implications and phenomenology of Lorentz violation.
Quantum gravity. Mathematical models and experimental bounds by Fauser B., et al. (eds.)