论文标题
部分可观测时空混沌系统的无模型预测
Born's rule and permutation invariance
论文作者
论文摘要
结果表明，概率密度满足运动双曲线方程，具有独特的特征，即在其多个粒子形式中，它包含在空间远程区域作用的衍生物。基于此功能，我们探索粒子间相关性以及量子平衡条件与概率密度的排列不变性之间的关系。还提出了关于量子到经典过渡的一些评论。
It is shown that the probability density satisfies a hyperbolic equation of motion with the unique characteristic that in its many-particle form it contains derivatives acting at spatially remote regions. Based on this feature we explore inter-particle correlations and the relation between the quantum equilibrium condition and the permutation invariance of the probability density. Some remarks with respect to the quantum to classical transition are also presented.
