Titlebook: Special Relativity; Will it Survive the Jürgen Ehlers,Claus L?mmerzahl Book 2006 Springer-Verlag Berlin Heidelberg 2006 Albert Einstein.Gr

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Test Theories for Lorentz Invariancents testing SR in a model–independent way which is the most basic way to describe experiments testing the foundations of SR. In order to be able to give quantitative estimates of the validation of SR and, even more important, in order to be able to compare conceptually different experiments, one int

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Test of Lorentz Invariance Using a Continuously Rotating Optical Resonatorlativity and is an essential ingredient of both the standard model of particle physics and the theory of general relativity. A well known test experiment for this fundamental symmetry is the Michelson-Morley (MM) experiment (Fig. 1), which even predated the formulation of special relativity. First p

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Rotating Resonator-Oscillator Experiments to Test Lorentz Invariance in Electrodynamics (LLI), which postulates that the outcome of a local experiment is independent of the velocity and orientation of the apparatus. The central importance of this postulate has motivated tremendous work to experimentally test LLI. Also, a number of unification theories suggest a violation of LLI at som

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Algebraic and Geometric Structures in Special RelativityEinstein synchronization, the lattice of causally and chronologically complete regions in Minkowski space, rigid motion, and the geometry of rotating reference frames. Representation-theoretic aspects of the Lorentz group are not included. A series of appendices present some related mathematical material.

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Quantum Theory in Accelerated Frames of Referenced. Moreover, the main observational aspects of Dirac’s equation in noninertial frames of reference are presented. The Galilean invariance of nonrelativistic quantum mechanics and the mass superselection rule are examined in the light of the invariance of physical laws under inhomogeneous Lorentz transformations.

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Vacuum Fluctuations, Geometric Modular Action and Relativistic Quantum Information Theoryain algebras of observables. The distillability concept, which is significant in specifying useful entanglement in quantum information theory, is discussed within the setting of general relativistic quantum field theory.

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