Category:Mathematical methods in general relativity

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This category contains articles about various mathematical structures and techniques used in general relativity.

Subcategories

There are 3 subcategories to this category shown below (more may be shown on subsequent pages).

C

• Coordinate charts in general relativity

T

• Tensors in general relativity

V

• Variational formalism of general relativity

Pages in category "Mathematical methods in general relativity"

There are 32 pages in this section of this category.

Mathematics of general relativity A ADM formalism Apparent horizon C Canonical general relativity Cartan connection applications Cartan-Karlhede algorithm Conformal infinity Congruence (general relativity) Covariant derivative E Energy condition

F Fermi-Walker transport Frame fields in general relativity G GHP formalism Gauss-Codazzi equations Global spacetime structure K Killing horizon L Linearized gravity Local spacetime structure N Newtonian gauge Numerical relativity O Optical scalars

P Penrose diagram Penrose-Hawking singularity theorems Positive energy theorem Post-Newtonian expansion R Regge calculus S Scalar-vector-tensor decomposition Solving the geodesic equations Spacetime symmetries T Test particle Trapped null surface W Weak-field approximation

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Category: General relativity

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• This page was last modified 08:37, 15 March 2006 by Wikipedia user BD2412. Based on work by Wikipedia user(s) Mpatel.
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