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Titlebook: Complex General Relativity; Giampiero Esposito Book 2002 Springer Science+Business Media Dordrecht 2002 Boundary value problem.Gravity.Min

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978-90-481-4518-8Springer Science+Business Media Dordrecht 2002
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https://doi.org/10.1007/978-3-322-80792-2n such vector spaces and their duals, realized by a symplectic form. Moreover, for Lorentzian metrics, complex conjugation is the anti-isomorphism between unprimed and primed spin-space. Finally, for any space-time point, its tangent space is isomorphic to the tensor product of unprimed and primed s
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Ausbruch aus dem Elfenbeinturm,basic tools for studying conformal gravity within the framework of general relativity. This is achieved by defining and using the Bach and Eastwood-Dighton tensors, here presented in two-spinor form (relying on previous work by Kozameh, Newman and Tod). After defining .-spaces and Einstein spaces, i
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Rainer Eising,Beate Kohler-Kochauge theory of the Poincaré group leads to its presence, the constraints are second-class and the occurrence of cosmological singularities can be less generic than in general relativity. In a space-time manifold with non-vanishing torsion, the Riemann tensor has 36 independent real components at eac
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