Quantum Gravity : Mathematical Models and Experimental Bounds

34 Claus Lämmerzahl
[23] K. Brecher. Is the speed of light independent of the velocity of the source? Phys.
Rev. Lett., 39:1051, 1977.
[24] T. Alväger, F.J.M. Farley, J. Kjellmann, and I. Wallin. Test of the second postulate
of Special Relativity in the GeV region. Phys. Lett., 12:260, 1964.
[25] B.C. Brown, G.E. Masek, T. Maung, E.S. Miller, H. Ruderman, and W. Vernon.
Experimental comparison of the velocities of eV (visible) and GeV electromagnetic
radiation. Phys. Rev., 30:763, 1973.
[26] Z.G.T. Guiragossian, G.B. Rothbart, M.R. Yearian, R.A. Gearhart, and J.J. Murray.
Relative velocity measurement of electrons and gamma rays at 15 GeV. Phys.
Rev. Lett., 34:335, 1975.
[27] J. Alspector, G.R. Kalbfleisch, N. Baggett, E.C Fowler, B.C. Barish, A. Bodek,
D. Buchholz, F.J. Sciulli, E.J. Siskind, L. Stutte, H.E. Fisk, G. Krafczyk, D.L.
Nease, and O.D. Fackler. Experimental comparison of neutrino and muon velocities.
Phys. Rev. Lett., 36:837, 1976.
[28] G.R. Kalbfleisch, N. Baggett, E.C. Fowler, and J. Alspector. Experimental comparison
of Neutrino, Antoneutrino, and Muon velocities. Phys. Rev. Lett., 43:1361,
1979.
[29] A. Kostelecky and M. Mewes. Signals for Lorentz violation in electrodynamics.
Phys. Rev., D 66:056005, 2002.
[30] P. Antonini, M. Okhapkin, E. Göklü, and S. Schiller. Test of constancy of speed of
light with rotating cryogenic optical resonators. Phys. Rev., A 71:050101, 2005.
[31] P. Stanwix, M.E. Tobar, P. Wolf, C.R. Susli, M. and F. Locke, E.N. Ivanov, J. Winterflood,
and F. van Kann. Test of Lorentz invariance in electrodynamics using rotating
cryogenic sapphire microwave oscillators. Phys. Rev. Lett., 95:040404, 2005.
[32] S. Herrmann and A. Peters. Special Relativity: Will It Survive the Next 101 Years?,
In J. Ehlers and C. Lämmerzahl, editors, volume LNP, to appear. Springer–Verlag,
Berlin, 2006.
[33] P. Wolf, S. Bize, A. Clairon, G. Santarelli, M.E. Tobar, and A.N. Luiten. Improved
test of Lorentz invariance in electrodynamics. Phys. Rev., D 70:051902, 2004.
[34] D. Colladay and V.A. Kostelecky. Lorentz–violating extension of the standard
model. Phys. Rev., D 58:116002, 1998.
[35] C. Lämmerzahl, A. Macias, and H. Müller. Lorentz invariance violation and charge
(non–)conservation: A general theoretical frame for extensions of the Maxwell equations.
Phys. Rev., D 71: 025007, 2005.
[36] S. Saathoff, S. Karpuk, U. Eisenbarth, G. Huber, S. Krohn, R. Muñoz-Horta,
S. Reinhardt, D. Schwalm, A. Wolf, and G. Gwinner. Improved test of time dilation
in special relativity. Phys. Rev. Lett., 91:190403, 2003.
[37] J. Bailey, K. Borer, F. Combley, H. Drumm, F. Krienen, F. Langa, E. Picasso,
W. van Ruden, F.J.M. Farley, J.H. Field, W. Flegl, and P.M. Hattersley. Measurements
of relativistic time dilatation for positive and negative muons in a circular
orbit. Nature, 268:301, 1977.
[38] M. Ruderfer. First–order terrestrial ether drift experiment using Mössbauer radiation.
Phys. Rev. Lett., 5:191, 1960.
[39] M. Ruderfer. First–order terrestrial ether drift experiment using Mössbauer radiation
(erratum). Phys. Rev. Lett., 7:361, 1961.