论文标题
一维定向聚合物“内存模型”
One dimensional directed polymer "memory model"
论文作者
论文摘要
在本文中，我提出了一维有向聚合物的非常简单的统计“记忆模型”，该聚合物能够存储和检索给定的随机淬火轨迹。该模型是根据弹性字符串哈密顿式定义的，具有动态和淬火的随机字符串之间的局部吸引力。它们之间的平均重叠是根据温度和有吸引力潜力的强度计算的。
In this paper I propose very simple statistical "memory model" of one-dimensional directed polymers which is capable to store and retrieve a given random quenched trajectory. The model is defined in terms of the elastic string Hamiltonian with the local attractive potential between the dynamic and the quenched random strings. The average overlap between them is calculated as a function of the temperature and the strength of the attractive potential.
