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Noether symmetry in Horndeski Lagrangian

机译:Horndeski Lagrangian中的Noether对称

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The Noether symmetry issue for Horndeski Lagrangian has been studied. We have proven a series of theorems about the form of Noether conserved charge (current) for irregular (not quadratic) dynamical systems. Special attention has been paid to Horndeski Lagrangian. We have proven that for Horndeski Lagrangian it is always possible to symmetrize in some way.
机译:已经研究了Horndeski Lagrangian的Noether对称性问题。我们已经证明了关于不规则(非二次)动力系统的Noether守恒电荷(电流)形式的一系列定理。特别关注了Horndeski Lagrangian。我们已经证明,对于Horndeski Lagrangian来说,总是可以某种方式进行对称化。

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