论文标题
开普勒问题和手性有效动态
Kepler problem and chiral effective dynamics
论文作者
论文摘要
结果表明，通过适当的规范转换，可以将开普勒动力学放置在形式中，该动力学允许表现出与可凝性相关的对称转换的结构。它们似乎非常适合非线性实现的一般计划。在新的坐标中，开普勒动力学是由于描述低能量介子具有自发损坏的手性对称性的介体的尺寸降低而产生的。
It is shown that by an appropriate canonical transformation Kepler dynamics can be put in the form which allows to exhibit the structure of the symmetry transformations related to the superintegrability. They appear to fit nicely into general scheme of nonlinear realizations. In new coordiantes the Kepler dynamics results from dimensional reduction of that describing low energy mesons with spontaneously broken chiral symmetry.
