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arXiv 0705.0912q-bio.BMq-bio.MN
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蛋白质折叠途径的网络结构

Network Structure of Protein Folding Pathways

Erzsebet Ravasz, S. Gnanakaran, Zoltan Toroczkai

摘要:

经典的蛋白质折叠方法受统计力学的启发,通过使用有效坐标来避免构象空间的高维结构。在这里,我们介绍了一个网络的方法来捕捉构象空间的结构的统计特性。构象被表示为网络的节点,而链接是通过围绕化学键的基本旋转的过渡。多肽链的自我回避在构象网络中引入了度相关性,这反过来又导致了能量景观相关性。折叠可以解释为构象网络上的有偏随机游走。我们发现,折叠路径沿能量梯度组织成无标度网络,从而解释了以前的观察通过分子动力学模拟。我们还表明,这些能源景观的相关性是必不可少的恢复所观察到的连通性指数,这属于一个不同的普适性类比随机能量模型。此外,我们预测,指数,因此折叠网络的结构在高温下从根本上改变,我们的模拟验证的AK肽。

英文摘要:

The classical approach to protein folding inspired by statistical mechanics avoids the high dimensional structure of the conformation space by using effective coordinates. Here we introduce a network approach to capture the statistical properties of the structure of conformation spaces. Conformations are represented as nodes of the network, while links are transitions via elementary rotations around a chemical bond. Self-avoidance of a polypeptide chain introduces degree correlations in the conformation network, which in turn lead to energy landscape correlations. Folding can be interpreted as a biased random walk on the conformation network. We show that the folding pathways along energy gradients organize themselves into scale free networks, thus explaining previous observations made via molecular dynamics simulations. We also show that these energy landscape correlations are essential for recovering the observed connectivity exponent, which belongs to a different universality class than that of random energy models. In addition, we predict that the exponent and therefore the structure of the folding network fundamentally changes at high temperatures, as verified by our simulations on the AK peptide.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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