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- W2592650243 abstract "We present an update on recent advances in the theory of Dirac particles in curved space-times. The basic formulation behind the covariant coupling of the Dirac bispinor to space-time geometry is briefly reviewed including the appropriate covariant action principle. A number of central-field problems have recently been analyzed; all of these depend on a concrete, explicit evaluation of the spin connection matrices for particular space-time geometries; the relevant results are discussed. The generalization of the formal- ism to tachyonic spin- 1=2 particles is rather straightforward and allows the identification of the leading interaction terms for high-energy tachyons, which approach the light cone. The combination of quantum electrodynamics on curved space-time backgrounds may seem like a far-fetched field of research, but recent claims in the field have shaken the foundations of fundamental principles of general relativity. We show that a careful consideration of the vacuum polarization integral, with a gravitational effective mass, restores the validity of the weak equivalence principle in deep gravitational potentia" @default.
- W2592650243 created "2017-03-16" @default.
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- W2592650243 date "2015-01-01" @default.
- W2592650243 modified "2023-10-16" @default.
- W2592650243 title "Gravitational Effects for Dirac Particles" @default.
- W2592650243 hasPublicationYear "2015" @default.
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