Abstract

It is shown that when the Liouville–Arnold theorem is applied to quantum systems, the purely quantum first integrals of motion of the parity type should not be considered when comparing the number of the first integrals to that of the degrees of freedom.

中文翻译：

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量子混沌中的离散变换

摘要

结果表明，当Liouville-Arnold定理应用于量子系统时，在比较一阶积分数与自由度数时，不应考虑奇偶型运动的纯量子一阶积分。