THE QUASILOCAL SUPERCHARGE AND THE ENERGY OF MATTER IN A SPACE-TIME OF APPROXIMATELY CONSTANT CURVATURE

Simon Davis

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THE QUASILOCAL SUPERCHARGE AND THE ENERGY OF MATTER IN A SPACE-TIME OF APPROXIMATELY CONSTANT CURVATURE

机译：近似恒曲率时空内的准超级电荷和物质能量

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摘要

The quasilocal integral for the supercharge is constructed in a maximally symmetric curved space-time and shown to be equal in the asymptotic limit to the global expression derived from the supergravity Lagrangian. It is used to prove the positivity of the energy of matter distributions in space-times of constant curvature satisfying the dominant energy condition in quasilocal regions.

机译：增压器的拟局部积分是在最大对称的弯曲时空中构造的，并且在渐近极限上等于从超重力拉格朗日算式得出的全局表达式。它被用来证明在准局部区域中满足主要能量条件的等曲率时空中物质分布的能量为正。

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来源
《Hadronic Journal》 |2010年第1期|p.71-97|共27页
作者
Simon Davis;
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作者单位

Research Foundation of Southern California 8837 Villa La Jolla Drive #13595, La Jolla, CA 92039;

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原文格式 PDF
正文语种 eng
中图分类
关键词
quasilocal integral; supercharge; energy.;

机译：拟局部积分增压能源。;

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8. Relativistic String Model in a Space-Time of a Constant Curvature [R] . Barbashov, B. M., Nesterenko, V. V. 1980

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THE QUASILOCAL SUPERCHARGE AND THE ENERGY OF MATTER IN A SPACE-TIME OF APPROXIMATELY CONSTANT CURVATURE

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