论文标题

如何计数层次景观:一种“完整”解决方案的均值复杂性

How to count in hierarchical landscapes: a 'full' solution to mean-field complexity

论文作者

Kent-Dobias, Jaron, Kurchan, Jorge

论文摘要

我们得出了计算平均场复合物景观的固定点的一般解决方案。它纳入了Parisi的基础状态解决方案。使用此解决方案,我们计算两个模型的固定点:一个具有多步复制对称性破坏的固定点,另一个具有完整的副本对称性破坏。

We derive the general solution for counting the stationary points of mean-field complex landscapes. It incorporates Parisi's solution for the ground state, as it should. Using this solution, we count the stationary points of two models: one with multi-step replica symmetry breaking, and one with full replica symmetry breaking.

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