Pages that link to "Item:Q691053"
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The following pages link to The classical two-component spinor formalisms for general relativity. I (Q691053):
Displaying 11 items.
- On the integrability conditions for Infeld-van der Waerden spin-affine connexions (Q445287) (← links)
- Absence of differential correlations between the wave equations for upper-lower one-index twistor fields borne by the Infeld-van der Waerden spinor formalisms for general relativity (Q483089) (← links)
- The classical two-component spinor formalisms for general relativity. II (Q691042) (← links)
- Spinors in four-dimensional spaces (Q986668) (← links)
- A comparison between the Weyl method and the invariant formalism for spinorial covariant derivatives (Q1264855) (← links)
- Two-spinors, field theories and geometric optics in curved spacetime (Q1841186) (← links)
- Two-spinor geometry and gauge freedom (Q2925085) (← links)
- Two-spinor curvature structures for a class of conformally flat space–times (Q3024305) (← links)
- Axion electrodynamics from Infeld–van der Waerden formalisms (Q4565279) (← links)
- Classifying geometries in general relativity: I. Standard forms for symmetric spinors (Q4946993) (← links)
- A torsional two-component description of the motion of Dirac particles at early stages of the cosmic evolution (Q6186198) (← links)