Self-duality equations for spherically symmetric SU(2) gauge fields

G. Zet

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Self-duality equations for spherically symmetric SU(2) gauge fields

机译：球对称SU（2）规范场的自对偶方程

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摘要

A model of spherically symmetric SU(2) gauge theory is considered. The self-duality equations are written and it is shown that they are compatible with the Einstein-Yang-Mills equations. It is proven that the SU(2) gauge model is self-dual on a Schwarzschild space-time but not on a Reissner-Nordstrom one.

机译：考虑了球对称SU（2）规范理论的模型。编写了自对偶方程，结果表明它们与爱因斯坦-杨-米尔斯方程兼容。事实证明，SU（2）规范模型在Schwarzschild时空上是自对偶的，而在Reissner-Nordstrom时空上却不是。

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《The European Physical Journal, A. Hadrons and Nuclei》 |2002年第3期|共4页
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G. Zet;
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正文语种 eng
中图分类原子核物理学;
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classical and semiclassical techniques; other internal and higher symmetries;

机译：古典和半古典技术;其他内部和更高对称性;

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专利

1. Self-duality equations for spherically symmetric SU(2) gauge fields [J] . G. Zet The European Physical Journal, A. Hadrons and Nuclei . 2002,第3期

机译：球对称SU（2）规范场的自对偶方程
2. Painleve test for integrability for a combination of Yang's self-dual equations for SU(2) gauge fields and Charap's equations for chiral invariant model of pion dynamics and a comparative discussion among the three [J] . SUSANTO CHAKRABORTY, PRANAB KRISHNA CHANDA Pramana . 2007,第4期

机译：Painleve检验用于SU（2）规范场的Yang自对偶方程组和用于介子动力学手性不变模型的Charap方程的组合的可积性以及这三个方法的比较讨论
3. Painlevé test for integrability for a combination of Yang’s self-dual equations for SU (2) gauge fields and Charap’s equations for chiral invariant model of pion dynamics and a comparative discussion among the three [J] . Susanto Chakraborty, Pranab Krishna Chanda Pramana . 2007,第4期

机译：Painlevé检验用于SU（2）规范场的Yang自对偶方程组和用于pion动力学手性不变模型的Charap方程的组合的可积性，并进行三种方法的比较讨论
4. EVIDENCE FOR DYONIC STRUCTURE OF SU(2) LATTICE GAUGE FIELDS BELOW T_C [C] . E.-M. Ilgenfritz, B. V. Martemyanov International Conference on Quark Confinement and the Hadron Spectrum . 2003

机译：T_C以下SU（2）晶格表域晶体结构的证据
5. Stability and instability of the Cauchy horizon for the spherically symmetric Einstein-Maxwell-scalar field equations (General relativity). [D] . Dafermos, Michael Constantine. 2001

机译：球对称爱因斯坦-麦克斯韦-标量场方程（广义相对论）的柯西视界的稳定性和不稳定性。
6. Initial boundary-value problem for the spherically symmetric Einstein equations with fluids with tangential pressure [O] . Irene Brito, Filipe C. Mena -1

机译：切向流体的球对称爱因斯坦方程组的初边值问题
7. Self-duality equations for spherically symmetric SU(2) gauge fields [O] . Zet, G 2002

机译：球对称SU（2）规范场的自对偶方程
8. Spherically Symmetric Static Solutions of Source Free SU(2) Gauge Field Equations [R] . Haedicke, A., Pohle, H. J. 1983

机译：无源sU（2）量子场方程的球对称静解

Self-duality equations for spherically symmetric SU(2) gauge fields

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