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• W2083805006 abstract "An alternative to the representation of complex relativity by self-dual complex 2-forms on the spacetime manifold is presented by assuming that the bundle of real 2-forms is given an almost-complex structure. From this, one can define a complex orthogonal structure on the bundle of 2-forms, which results in a more direct representation of the complex orthogonal group in three complex dimensions. The geometrical foundations of general relativity are then presented in terms of the bundle of oriented complex orthogonal 3-frames on the bundle of 2-forms in a manner that essentially parallels their construction in terms of self-dual complex 2-forms. It is shown that one can still discuss the Debever-Penrose classification of the Riemannian curvature tensor in terms of the representation presented here." @default.
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• W2083805006 date "2007-09-18" @default.
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• W2083805006 title "A case study of the Hirsch index for 26 non-prominent physicists" @default.
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• W2083805006 doi "https://doi.org/10.1002/andp.200710252" @default.
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