| lexicalization | eng: Mathematical methods in general relativity |
| subclass of | (noun) a way of doing something, especially a systematic way; implies an orderly logical arrangement (usually in steps)
method |
| has instance | e/ADM formalism |
| has instance | e/Affine vector field |
| has instance | e/Cartan formalism |
| has instance | e/Cartan–Karlhede algorithm |
| has instance | c/Variational formalism of general relativity |
| has instance | e/Conformal vector field |
| has instance | e/Congruence (general relativity) |
| has instance | e/Curvature collineation |
| has instance | e/Energy condition |
| has instance | e/Fermi-Walker transport |
| has instance | e/GHP formalism |
| has instance | e/Gauss-Codazzi equations (relativity) |
| has instance | e/Globally hyperbolic |
| has instance | e/Homothetic vector field |
| has instance | e/Local spacetime structure |
| has instance | e/Matter collineation |
| has instance | e/Newtonian gauge |
| has instance | e/Numerical relativity |
| has instance | e/Optical scalars |
| has instance | e/Positive energy theorem |
| has instance | e/Regge calculus |
| has instance | e/Scalar-vector-tensor decomposition |
| has instance | e/Solving the geodesic equations |
| has instance | e/Spacetime symmetries |
| has instance | e/Test particle |