Letter: A Solution of the Weyl–Lanczos Equations for the Schwarzschild Space-Time

Peter ODonnell

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Letter: A Solution of the Weyl–Lanczos Equations for the Schwarzschild Space-Time

机译：信：Schwarzschild时空的Weyl–Lanczos方程的解

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摘要

The spin coefficient form of the Weyl–Lanczos equations is analysed for the Schwarzschild space-time. The solution obtained yields an alternative form of Lanczos coefficients to the one currently known for this particular metric.

机译：对于Schwarzschild时空，分析了Weyl–Lanczos方程的自旋系数形式。所获得的解决方案产生了另一种形式的Lanczos系数，以替代目前对此特定度量已知的系数。

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来源
《General Relativity and Gravitation》 |2004年第6期|1415-1422|共8页
作者
Peter ODonnell;
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作者单位

Department of Mathematics Anglia Polytechnic University;

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原文格式 PDF
正文语种 eng
中图分类
关键词
Weyl–Lanczos equations; Schwarzschild space-time; Lanczos coefficients;

机译：Weyl–Lanczos方程;Schwarzschild时空;Lanczos系数;

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1. A solution of the Weyl-Lanczos equations for the Schwarzschild space-time [J] . ODonnell P. General Relativity and Gravitation: GRG Journal . 2004,第6期

机译：Schwarzschild时空的Weyl-Lanczos方程的解
2. The Weyl-Lanczos equations and the Lanczos wave equation in four dimensions as systems in involution [J] . Dolan P., Gerber A. Journal of Mathematical Physics . 2003,第7期

机译：作为对合系统的四个维度的Weyl-Lanczos方程和Lanczos波动方程
3. A Solution of Weyl-Lanczos Equations for Arbitrary Petrov Type D Vacuum Spacetimes [J] . Zafar Ahsan, Mohd Bilal International Journal of Theoretical Physics . 2010,第11期

机译：任意Petrov D型真空时空的Weyl-Lanczos方程的解
4. Analyticity of solution operators to space-time fractional evolution equations [C] . Emilia Bazhlekova, Ivan Bazhlekov International Conference on Application of Mathematics in Engineering and Economics . 2019

机译：溶液运营商对时空分数演化方程的分析
5. A Classical Based Derivation of Time Dilation Providing First Order Accuracy to Schwarzschild's Solution of Einstein's Field Equations [D] . Austin, Rickey W. 2017

机译：基于经典的时间扩展推导，为Schwarzschild的爱因斯坦场方程解提供一阶精度
6. Modeling Analytical Ultracentrifugation Experiments with an Adaptive Space-Time Finite Element Solution of the Lamm Equation [O] . Weiming Cao, Borries Demeler 2005

机译：用Lamm方程的自适应时空有限元解决方案对超离心分析实验进行建模
7. The Weyl-Lanczos Equations and the Lanczos Wave Equation in 4 Dimensions as Systems in Involution [O] . Dolan, P., Gerber, A. 2003

机译：Weyl-Lanczos方程和4维Lanczos波动方程作为Involution中的系统

Letter: A Solution of the Weyl–Lanczos Equations for the Schwarzschild Space-Time

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