Gravitation and general relativity at King’s College London

被引:0
作者
D. C. Robinson
机构
[1] Mathematics Department,
[2] King’s College London,undefined
来源
The European Physical Journal H | 2019年 / 44卷
关键词
D O I
暂无
中图分类号
学科分类号
摘要
This essay concerns the study of gravitation and general relativity at King’s College London (KCL). It covers developments since the nineteenth century but its main focus is on the quarter of a century beginning in 1955. At King’s research in the twenty-five years from 1955 was dominated initially by the study of gravitational waves and then by the investigation of the classical and quantum aspects of black holes. While general relativity has been studied extensively by both physicists and mathematicians, most of the work at King’s described here was undertaken in the mathematics department.
引用
收藏
页码:181 / 270
页数:89
相关论文
共 352 条
[151]  
Cervantes-Cota R.(1856)The Feynman Principle for a Fermi System Cambridge Philosophical Transactions 10 27-A8
[152]  
Geroch G.(1865)Proof that static stellar models are spherical Philosophical Transactions of the Royal Society of London 155 459-69
[153]  
Gibbons C.M.(1970)On Faraday’s Lines of Force Proceedings of the Cambridge Philosophical Society 67 415-421
[154]  
Will T.(1970)A dynamical theory of the electromagnetic field Proceedings of the Cambridge Philosophical Society 68 199-462
[155]  
Gold J.N.(1973)On the analyticity of static black hole vacuum solutions of Einstein;s equations General Relativity and Gravitation 4 53-405
[156]  
Goldberg J.N.(1974)On the analyticity of stationary black hole vacuum solutions of Einstein;s equations General Relativity and Gravitation 5 61-1099
[157]  
Goldberg R.K.(1941)Black holes in static vacuum space-times Duke Mathematical Journal 8 401-101
[158]  
Sachs J.(2014)Black holes in static electrovacspace-times Scholarpedia 9 31791-991
[159]  
Gray W.M.H.(1965)Riemannian manifolds with positive mean curvature Journal of Mathematical Physics 6 918-454
[160]  
Greaves S.W.(1962)Kerr-Newman metric Journal of Mathematical Physics 3 566-2438