论文标题
折叠链在杂聚物模型中的扩散时间演变
On the Diffusion Time Evolution of Folding Chains in the Heteropolymer Model
论文作者
论文摘要
在本文中，我们通过Iori等人的杂聚合物模型来数学上描述蛋白质折叠特征的时间演变。更具体地说，我们确定折叠氨基酸链会根据功率定律$ d \ sim t^ν$进化。当Lennard-Jones潜在的耦合常数随机增加时，功率$ν$从$ 0。
In this paper, we mathematically describe the time evolution of protein folding features via Iori et al.'s heteropolymer model. More specifically, we identify that the folding amino acid chain evolve according to a power law $D \sim t^ν$. The power $ν$ decreases from $0.\overline{66}$ to $0.5$ when the randomness of the coupling constants in the Lennard-Jones potential increases.
