物理经典态之间的延迟选择
Delayed Choice Between Purely Classical States
摘要：
有人认为，惠勒的深刻思想延迟选择实验可能会探讨在经典的水平，自然产生的数论共轭总是必然存在于运动方程。对于简单的和有代表性的系统，我们说明了如何铸造的运动方程的形式编码的所有经典状态，同时通过一个“状态参数”。通过适当地选择参数，可以将系统投影到任何期望的经典状态。
英文摘要：
It is argued that Wheeler's insightful idea of delayed choice experiments may be explored at a classical level, arising naturally from number-theoretical conjugacies always necessarily present in the equations of motion. For simple and representative systems, we illustrate how to cast the equations of motion in a form encoding all classical states simultaneously through a ``state parameter''. By suitably selecting the parameter one may project the system into any desired classical state.
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