主题：【原创】量子生物学 I 摘要和前言 -- witten1

and that has to be somehow reflected in the "配分函数" of model monitoring the system?

1. without 量子测量, without "相互作用", s-equation 时间反演对称, no changes in 熵 of the system;

2. but once "s-cat" got into system with 量子测量 and has some kind of interactions with the system

",熵增 in the system, then we have to modify partition function of the model to reflect 熵增, whether it can be done is an another issue, making sense?

3. and the modified "partition function of the model" would impact 环境粒子's behavior, or at least their "distributon", etc

4. kind of like your following gr example (a great one, thx!)

"改变周围环境的曲率,引导光线弯曲前进"

我跳过光学变换的进一步技术性讨论，其实总得就是一句话，我们要求Maxwell方程的协变性，就是说我们要求Maxwell方程在坐标变换下是不变的，这样把介电和磁导率张量做相应的变换的时候其实就是意味着我们寻找一类特殊的边界条件来达到我们引导光线弯曲前进的目的，通常引力会比较容易一点，可是人工引力在目前的技术条件下应当是不现实的，因为这是直接改变时空的结构，而改变引力场也就是改变周围环境的曲率，所以通过利用一些材料的特殊性质实现特定的介电和磁导率的变换也是能达到等效的功能"