TRAPPED SURFACES IN VACUUM SPACETIMES
TRAPPED SURFACES IN VACUUM SPACETIMES
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DOI：
10.1088/0264-9381/11/2/013
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发表时间：
1994-02-01
影响因子：
3.5
通讯作者：
MURCHADHA, NO
中科院分区：
文献类型：
--
作者：
BEIG, R;MURCHADHA, NO
早期建设的作者序列的全局正则，渐近平坦的初始数据的爱因斯坦真空方程包含捕获表面的参数的大值的延伸，从时间对称的情况下考虑以前，最大切片的情况。由此产生的定理严格地表明，存在一个大类的初始配置的非时间对称，纯引力波满足彭罗斯奇点定理的假设，所以必须有一个奇点的未来。
An earlier construction by the authors of sequences of globally regular, asymptotically flat initial data for the Einstein vacuum equations containing trapped surfaces for large values of the parameter is extended, from the time symmetric case considered previously, to the case of maximal slices. The resulting theorem shows rigourously that there exists a large class of initial configurations for non-time symmetric, pure gravitational waves satisfying the assumptions of the Penrose singularity theorem, and so must have a singularity to the future.