The general class of the vacuum spherically symmetric equations of the general relativity theory

Karbanovski V.V.; Sorokin O.M.; Nesterova M.I.; Bolotnyaya V.A.; Markov V.N.; Kairov T.V.; Lyash A.A.; Tarasyuk O.R.

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The general class of the vacuum spherically symmetric equations of the general relativity theory

机译：广义相对论的真空球对称方程的一般类

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The system of the spherical-symmetric vacuum equations of the General Relativity Theory is considered. The general solution to a problem representing two classes of line elements with arbitrary functions g _(00) and g _(22) is obtained. The properties of the found solutions are analyzed.

机译：考虑了广义相对论的球对称真空方程组。获得了代表具有任意函数g _（00）和g _（22）的两类线元素的问题的一般解。分析找到的解决方案的属性。

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《Journal of Experimental and Theoretical Physics》 |2012年第2期|共4页
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Karbanovski V.V.; Sorokin O.M.; Nesterova M.I.; Bolotnyaya V.A.; Markov V.N.; Kairov T.V.; Lyash A.A.; Tarasyuk O.R.;
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正文语种 eng
中图分类理论物理学;
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机译：广义相对论的真空球对称方程的一般类
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5. Stability and instability of the Cauchy horizon for the spherically symmetric Einstein-Maxwell-scalar field equations (General relativity). [D] . Dafermos, Michael Constantine. 2001

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机译：非线性旋转场方程的孤子状球形对称解，这取决于不变函数 i _{p p 2 在一般相对论理论中}

The general class of the vacuum spherically symmetric equations of the general relativity theory

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