论文标题
关于球形混合载体P-旋模模型的性质
On properties of the spherical mixed vector p-spin model
论文作者
论文摘要
本文研究了混合球形矢量P-Spin模型的特性。在零温度下，我们建立并研究了基态能量的巴黎类型公式。在有限温度下，我们提供了最近由Justin Ko获得的Crisanti-Sommers公式的最小化特性。特别是，我们将Auffinger-Chen的一些一维巴黎度量结果扩展到矢量案例。
This paper studies properties of the mixed spherical vector p-spin model. At zero temperature, we establish and investigate a Parisi type formula for the ground state energy. At finite temperature, we provide some properties of minimizers of the Crisanti-Sommers formula recently obtained by Justin Ko. In particular, we extend some of the one-dimensional Parisi measure results of Auffinger-Chen to the vector case.
