论文标题
通过随机相互作用创建的对称性 - “更多是不同的”
Symmetries Created by Random Interactions- Ultimacy of "More Is Different"
论文作者
论文摘要
随机相互作用的0+基态的优势（优势）被证明是与混乱特征的某些随机相互作用的结果。这些随机相互作用称为混乱的随机相互作用，将对称特性赋予地面波函数：适当转换下的各向同性，例如旋转的零角动量。在这种机制下，也可以预测地面奇偶校验和同胞的方式，即积极平价比负平等差异，而同胞t = 0比较高的同胞素偏爱。由于混乱的随机相互作用是一个极限，在两个相互作用粒子的水平上没有特定的动力学，因此在基态下的各向同性对称性的实现可以被视为多体相关性的最终情况。提到了与早期宇宙的各向同性的可能关系。
The dominance (preponderance) of the 0+ ground state for random interactions is shown to be a consequence of certain random interactions with chaotic features. These random interactions, called chaotic random interactions, impart a symmetry property to the ground-state wave function: an isotropy under an appropriate transformation, such as zero angular momentum for rotation. Under this mechanism, the ground-state parity and isospin can also be predicted in such a manner that positive parity is favored over negative parity and the isospin T = 0 is favored over higher isospins. As chaotic random interaction is a limit with no particular dynamics at the level of two interacting particles, this realization of isotropic symmetry in the ground state can be considered as the ultimate case of many-body correlations. A possible relation to the isotropy of the early universe is mentioned.
