论文标题
短距离自旋玻璃杯中单重复等效的证明
Proof of single-replica equivalence in short-range spin glasses
论文作者
论文摘要
我们考虑在无限系统尺寸时以平衡状态的短程ising自旋眼镜，并证明，对于固定的键实现和给定的吉布斯状态，从合适的转移物中得出的每个翻译和本地不变的函数（例如，自动划分）在吉布斯状态的分解中，单个纯状态在吉布斯状态中都具有相同的纯净状态。我们描述了旋转眼镜的几个重要应用。
We consider short-range Ising spin glasses in equilibrium at infinite system size, and prove that, for fixed bond realization and a given Gibbs state drawn from a suitable metastate, each translation- and locally-invariant function (for example, self-overlaps) of a single pure state in the decomposition of the Gibbs state takes the same value for all the pure states in that Gibbs state. We describe several significant applications to spin glasses.
