| Penrose-hawking Singularity Theorems |
Website Links For Singularity |
Information AboutPenrose-hawking Singularity Theorems |
| CATEGORIES ABOUT PENROSE-HAWKING SINGULARITY THEOREMS | |
| general relativity | |
| mathematical methods in general relativity | |
| theorems in general relativity | |
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In General Relativity , there are several versions of the Penrose-Hawking singularity theorem. Most versions state, roughly, that if there is a Trapped Null Surface and the Energy Density is nonnegative, then there exist Geodesic s of finite length which can't be extended. REFERENCE
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