Transformation laws for decomposable world-spin affinities in a class of conformally flat spacetimes
The author investigates a class of conformally flat space-times, which possess decomposable spin affine connections. His goal is to justify the procedures in the spinor translation of the Riemann and Ricci tensors and their invariance properties in this class of space-times. Contents include: Introduction; Basic world-spin formula; Affine laws; Partial-derivative relations; Laws for \(\partial\sigma\)-equations and \(\Omega\pi\)-structures; Concluding remarks; and References (six items).
scientific article; zbMATH DE number 5774188